Premium Essay

Differential

In:

Submitted By airahennesy
Words 1949
Pages 8
LRBI Checklist

Differential Reinforcement

Differential Reinforcement ifferential reinforcement is the reinforcement of one form of behavior and not another, or the reinforcement of a response under one condition but not another. Differential reinforcement uses positive reinforcement to differentiate or separate appropriate student behavior from inappropriate behavior by increasing one while decreasing the other.

Definition

D

Things to Do
 Select behaviors to be decreased or increased.

 Select alternative, incompa tible

or communicative behavio , rs to be taught.

 Determine time interval.  Set criterion.  Ignore inappropriate behav iors.  Monitor the student’s performance. Level 1: Positive Interaction Procedures

1

LRBI Checklist

Differential Reinforcement

There are six strategies that comprise or make up differential reinforcement:

Select behaviors to be decreased or increased. Select behaviors to be decreased or increased.
These behaviors should be objectively defined and must be observable and measurable. For DRO, DRI, DRA, and DRC, there will be a specific behavior to decrease, such as talk-outs, hitting, not following directions, out of seat, disrupting other students, or tantrums. For DRH, there will be a specific behavior to increase, such as contributing in class, positive social interactions, getting to class on time, or task completion.

D R H

RL D problem behaviors
Level 1: Positive Interaction Procedures

appropriate behaviors
2

LRBI Checklist

Differential Reinforcement

Select alternative, incompatible, or Select alternative, incompatible, or communicative behaviors to be taught. communicative behaviors to be taught.
For DRA, define an alternative behavior(s). This is any behavior that can serve as an alternative to the inappropriate behavior. For example, working on an assignment

Similar Documents

Free Essay

Differential Gear

...The differential was first invented in China, in the third century,A.D. After turning a car the outside wheel has to turn faster then the inside one in order to cover the greater distance. That is why two wheels are not driven at a same speed. So we need a differential gear. A car differential is a place halfway between the wheels, on either the front or both axes. Main mechanisms: Wheels receive power from the motor via drive shaft. The power receiving wheels which makes the vehicle move fowrord are called as the drive wheels. Wheels receive power from the motor via drive shaft. The main function of the differential gear is to allow the drive wheels to turn at different Rpm while from the engine. The main characterics of differential is to, * To aim the engine power at wheels. * To transmit the power to the wheels while allowing them to rotate at differential speeds. the left wheel has to travel more distance compared to the right wheel. If the wheels where connected using a soil shaft. The wheels where connected using a soil shaft. The wheels would have to slip to accomplish the turn. The mechanism in a differential allows left and right wheels to turn at different Rpm, while transferring power to both the wheels. Differential parts: There are three types of gear available, Pinion drive gear: Transfers power from the drive shaft to the ring gear. Ring gear: Transfers power to the differential case assembly Side/Spider gears: Helps both wheels to turn...

Words: 656 - Pages: 3

Free Essay

Differential Equations

...Differential Equations by tarungehlots Concepts of Differential Equation Consider a variable that might denote the per capita capital stock level in an economy. When convenient, we can recognize that the level of capital depends upon time by addition the time argument. Doing so, we would write the per capita capital stock level as , rather than just writing . If we think of time as unfolding continuously, we can also think of capital as being a continuous function of time, and we can assume that the function has derivate . This derivative is the instantaneous change in per capita capital. In many presentations, is written as , but we will here use the more familiar notation . By writing the derivate as , so that we include the time argument, we are emphasizing that the value of the derivative may change with time. Because it is typically cumbersome to repeatedly write down the argument, we can also write the derivative as just , while remembering that its value may change with time. A differential equation is an equation that relates the time derivative of a variable to its level. An example is the equation (1) . The variable is called a state variable because it gives the state of the system at any given point in time. In our example, gives the state or level of per capita capital stock. 2. A Dynamic System The basic dynamic principle is the idea that “the way things are determines the way...

Words: 2717 - Pages: 11

Premium Essay

Differential Equation

...Exercise 1 – Find the first derivative and the second derivative of the following functions Answer: Applying constant function and power function rule (A) Y = 3 + 10X + 5X2 dY/dX = 0 + 1.10.X1-1 +2.5.X2-1 dY/dX = 10 + 10X d2Y/ dX2 = 0 + 1.10.X1-1 d2Y/ dX2 = 10 (B) Y = 2X (4 + X3 ) Y = 8X + 2X4 dY/dX = 1.8.X1-1 + 4.2.X4-1 dY/dX = 8 + 8X3 d2Y/ dX2 = 0 + 3.8.X3-1 d2Y/ dX2 = 24X2 (C) Y = 3 /X2 Y = 3X-2 dY/dX = -2.3.X-2-1 dY/dX = -6X-3 dY/dX = -6/X3 d2Y/ dX2 = -3.-6X-3-1 d2Y/ dX2 = 18X-4 d2Y/ dX2 = 18/X4 (D) Y = 18T – 2T2 dY/dT = 1.18.T1-1 – 2.2.T2-1 dY/dT = 18 – 4T d2Y/ dT2 = 0 – 1.4.T1-1 d2Y/ dT2 = - 4 Exercise 2 - Find the partial Derivative of Y with respect to X Answer (A) Y = 10 + 3Z + 2X ∂Y/∂X = 0 + 0 + 1.2.X1-1 ∂Y/∂X = 2 (B) Y= 18Z + X2 + Z.X ∂Y/∂X = 0 + 2.1.X2-1 + Z ∂Y/∂X = 2X + Z Application - The nursing home industry is growing rapidly because the aging of American population. According to the study of an economist, the average cost per patient day of a nursing home can be approximated by C = A – 0.16B + 0.002B2 Where, B is the nursing home’s number of patient days per year ( in thousands) and A is the number that depends on the location and other factors but not on B. Based on the information , how big must a nursing home be ( in terms of patient – days) to minimize the cost per patient day ? Answer – C= ƒ (A, B) Where C is Avg. Cost per patient day A is variable depends on location and other factors ...

Words: 404 - Pages: 2

Free Essay

Classification of Differential Equations

...CLASSIFICATION OF FIRST ORDER DIFFERENTIAL EQUATIONS SUPPLIMENTARY PROBLEMS 1. Write the given equation in standard form 3.16. exy'-x=y' solution exy'-x=y' =exy'-y'=x ex-1y'=x y'=xex-1 ANS 3.25 dy+dx=0 Solution. dy+dx=0 dydx+1=0 y'=-1 2. The differential equations are given in both standard and differential form. Determine whether the equation in standard form are homogeneous and/or linear, if not linear, whether they are Bernoulli: determine whether the equations in differential form as given are separable and/or exact. 3.28 y'=xy+1: xy+1dx-dy=0 Solution. y'=xy+1 = y'-xy=1 this is in the form y'+pxy=qx for px=-x , qx1 thus this is linear next xy+1dx-dy=0 is not separable si9nce the variables cannot be separeted. To check for exactness take Mx=xy+1 and Nx=-1 for an exact equation, ∂M∂y=∂N∂x ∂M∂y=x and ∂n∂y=0 thus ∂M∂y≠∂N∂x so it is not exact 3.30 y'=x2y2: -x2dx+y2dy=0 Solution. y'=x2y2 =≫ y'+0y=x21y2 The equation is of the form y'+pxy=qxyn where px=0, qx=x2 and n=-2 so it is a Bernoulli equation NEXT For -x2dx+y2dy=0 it is separable since the variables are separated. To check for exactness take Mx=-x2 and Ny=y2 thus ∂M∂y=0 and ∂N∂x=0 hence its EXACT. 3.35 y'=2xy+x: 2xye-x2+xe-x2dx-e-x2dy=0 Solution. For y'=2xy+x =≫y'-2xy=x This is in the form y'+pxy=qx for px=-2x and qx=x Thus it’s a linear equation NEXT 2xye-x2+xe-x2dx-e-x2dy=0 this is not separable since the variables...

Words: 336 - Pages: 2

Free Essay

Ordinary Differential Equations

...MATH 364A: Ordinary Differential Equations (Midterm 1) Name: Student ID: Signature: Question 1 (40 points) Solve the following initial value problems. (a) y + t3 y = t3 y(0) = 0. (b) y = − (1+x) y y(−1) = 1. Question 2 (40 points) Solve the second-order initial value problem 2y − 3y − 5y = 0 y(0) = 0 2 y (0) = 1. Question 3 (40 points) For each equation below, first determine whether the equation is exact or not exact. If the equation is exact, find the solution. (a) cos(y) + (2y − x sin(y)) dy = 0. dx (b) 3xy 2 + (y 3 + 3x2 ) 3 dy = 0. dx Question 4 (40 points) Consider the following first-order differential equation y = (y 2 − 1)(4 − y 2 ). Find all critical (equilibrium) solutions and classify their stability. 4 Question 5 (40 points) (True/False) In each of the following, determine whether the given function solves the given differential equation or initial value problem. (a) If k > 0 denotes any real constant, then the function y(t) = e−kt solves the initial value problem y = −ky y(0) = 1. (b) The function y(t) = (1 − t)−1 = 1/(1 − t) solves the initial value problem y = y2 y(0) = 1. (c) The function y(t) = e2t solves the second-order initial value problem y = 2y y(0) = 1 y (0) = 2. (d) Any function y(x) defined by the implicit equation x4 + 2x2 y 2 + y 4 = C solves the differential equation x3 + xy 2 + (x2 y + y 3 )y = 0. 5 Question 6 (Extra Credit, 10 points) An object with mass...

Words: 324 - Pages: 2

Premium Essay

Differential Staining

...MLT1 Experiment 5/Task 6 Differential Staining There are many different ways to stain bacteria for viewing under a microscope. For the most part these are categorized as “either simple, nonspecific or differential (specific) (LabPaq, p.128). The most common staining method used is Gram staining. Gram staining is a differential or specific method of staining. Gram staining is a way to tell the difference between gram positive and gram negative bacteria. The cell wall of the gram positive bacteria is made up of several “layers of peptidoglygan,” and “techoic acids,” (LabPaq, p. 128). This peptidoglycan is what absorbs the color part of the crystal violet stain causing the gram positive bacterial cell to appear violet colored when viewed with a microscope. In contrast, the cell wall of the gram negative bacterial cell is not as thick as that of the gram positive cell wall. Peptidoglygans are on the inside of the cell rather than in outer layers. The outer part of the gram negative cell is made up of phospholipids and lipipoly-saccharides (Betsy and Keough, 2005). The outer cell wall does not hold onto the violet color of the crystal violet and appears pink in color when viewed under a microscope. The purpose of iodine staining is to aid the bacteria to keep the stain by creating an iodine-crystal violet mixture that will not dissolve. Iodine is also known as a mordant in this case. A mordant is usually an inorganic oxide that when mixed with...

Words: 417 - Pages: 2

Free Essay

Rent Differentials

...KOFORIDUA POLYTECHNIC RENT DIFFERENTIALS BETWEEN RESIDENTIAL AREAS AND ZONGO COMMUNITIES IN GHANA AND DETERMINANTS OR FACTORS THAT MOTIVATE PEOPLE TO STAY OR HIRE AT SUCH PLACES/ AREAS. A CASE STUDY OF KOFORIDUA OLD ESTATES AND KOFORIDUA ZONGO. BY BANAFO BENJAMIN DUODU OBED FEKOW SARPONG ALFRED ANGMOR SOLOMON K. OPOKU MENSAH A. RICHARD YEBOAH A. DERRICK ANUM AYIVOR ISHMAEL E. OSABUTEY CATHERINE A. OWUSU BISMARK 2012 DEDICTION Our expectation is that this case study will be dedicated to all potential researchers who might be embarking on this same case study and to Mr. Jamal Mohammed paved the way for us to embark on this practical research. ACKNOWLEDGEMENT We are most grateful to the Lord Almighty for strength, knowledge and wisdom granted to us in our area of study. We also acknowledge every member of our group who contributed their effort to this successful research. TABLE OF CONTENT PAGE CHAPTER ONE * BACKGROUND INFORMATION 4...

Words: 2429 - Pages: 10

Premium Essay

Describe The Relationship Between Exercise And Exercise

...could lead the subject to fall. This is avoided by the subject’s CoP constantly trying to push the CoM back within the BoS, which resulted in a greater radius compared to when the subject was standing on two feet. Condition four had a much greater radius than the previous condition, and this is expected as not only did BoS diminish, but the visual receptors were not able to provide efficient feedback to the brain regarding orientation. In condition five, the CoP radius is seen to be greater compared to the first condition again which is expected as the BoS was reduced along with the visual and somatosensory receptors in the legs. As mentioned before, spindles are stretch receptors located in the muscles which provides information on the body’s...

Words: 329 - Pages: 2

Premium Essay

Differential Pricing

...Access Pricing Principles — Telecommunications July 1997 Preface Part XIC of the Trade Practices Amendment (Telecommunications) Act 1997 introduces a new regime governing access to services in the telecommunications industry. A key component of this regime is the pricing of access which, in part, is to be administered by the Australian Competition and Consumer Commission. The purpose of this document is to outline the approach the Commission will adopt, in the usual case, when considering access pricing issues under Part XIC. A draft of this document was released for public comment in February 1997 and a public forum was held in April 1997. The Commission wishes to thank all parties who made submissions or participated in the public forum. This document reflects the Commission’s views after consideration of all relevant submissions and representations. The Commission also wishes to thank AUSTEL, Treasury, the Department of Communications and the Arts and the Bureau of Transport and Communications Economics for their assistance in preparing this document. The views expressed in this document are those of the Commission. ii Contents Preface ............................................................................................................................ ii Introduction ....................................................................................................................1 Legislative criteria ..................................................

Words: 13617 - Pages: 55

Premium Essay

Differential Analysis

...Q U ES TI O N 1 Richardson Motors uses 10 units of Part No. T305 each month in the production of large diesel engines. The cost to manufacture one unit of T305 is presented below. Direct Materials Materials Handling (20% of Direct Materials Cost) Direct Labor Manufacturing Overhead (150% of Direct Labor) Total Manufacturing Cost $2,000 400 16,000 24,000 $42,400 Materials handling, which is not included in manufacturing overhead, represents the direct variable costs of the receiving department that are applied to direct materials and purchased components on the basis of their cost. Richardson's annual manufacturing overhead budget is one-third variable and two-thirds fixed. Simpson Castings, one of Richardson's reliable vendors, has offered to supply T305 at a unit price of $30,000.If Richardson Motors purchases the ten T305 units from Simpson Castings, the capacity Richardson used to manufacture these parts would be idle. Should Richardson decide to purchase the parts from Simpson, the out-of-pocket cost per unit of T305 would A. B. C. D. Decrease $6,400. Decrease $4,400. Increase $3,600. Increase $9,600. 1 points Q U ES TI O N 2 Axis Company produces 3 products on the same equipment. Demand has grown and adequate capacity doesn't exist to meet the market demand for all three. Axis has more equipment being installed, but capacity will not increase for four months. In the meantime, Axis's management wants help in deciding how to...

Words: 1278 - Pages: 6

Free Essay

The Use of Impulse Actions at Checking for Short Circuits in Rotor Turbine.

...THE USE OF IMPULSE ACTIONS AT CHECKING FOR SHORT CIRCUITS IN ROTOR TURBINE. \ Abstract: Unbalanced magnetic attraction of the rotor and its uneven heating is caused by coil short circuit in the rotor winding, which causes its bending. These processes increase the vibration due to the composing reverse speed. The damage of the coil isolation can be caused both by the movement of the windings in the slot and the displacement of insulating spacers between the turns of the rotor coils. Keywords: Rotor, turbine, impulse action, short circuits. 1. Introduction The coil short circuit remained insignificant for a long time unless due to thermal imbalance it caused the shift of the vibration level. For a long time turbogenerators (up to 120 MWh) in most of power systems worked with coil short circuit in the rotor, some coil shorts were detected just by advanced methods. But after the invention 800 MWh turbo-generators and higher coil short circuits detection became essential due to the large loss during the possible outage in power supply caused by coil short circuit. Therefore, the purpose of this work is to develop the interturn insulation field winding control procedures using the impulse actions. This method is more efficient comparing to the traditional method, which is associated with the time consumption and application complexity in an emergency. 2. Schematic diagram of the diagnostic tests Schematic diagram of the diagnostic tests for the methods associated...

Words: 827 - Pages: 4

Premium Essay

To Sir with Love

...Code: BTC 101 Credit Units: 04 Course Objective: The knowledge of Mathematics is necessary for a better understanding of almost all the Engineering and Science subjects. Here our intention is to make the students acquainted with the concept of basic topics from Mathematics, which they need to pursue their Engineering degree in different disciplines. Course Contents: Module I: Differential Calculus Successive differentiation, Leibnitz’s theorem (without proof), Mean value theorem, Taylor’s theorem (proof), Remainder terms, Asymptote & Curvature, Partial derivatives, Chain rule, Differentiation of Implicit functions, Exact differentials, Tangents and Normals, Maxima, Approximations, Differentiation under integral sign, Jacobians and transformations of coordinates. Module II: Integral Calculus Fundamental theorems, Reduction formulae, Properties of definite integrals, Applications to length, area, volume, surface of revolution, improper integrals, Multiple Integrals-Double integrals, Applications to areas, volumes. Module III: Ordinary Differential Equations Formation of ODEs, Definition of order, degree & solutions, ODE of first order : Method of separation of variables, homogeneous and non homogeneous equations, Exactness & integrating factors, Linear equations & Bernoulli equations, General linear ODE of nth order, Solution of homogeneous equations, Operator method, Method of undetermined coefficients, Solution of simple simultaneous ODE. ...

Words: 310 - Pages: 2

Premium Essay

Differential Vulnerability Research

...The health problem in lower SES groups is often discussed. Differential exposure hypothesis theorizes that the higher prevalence of health problem in lower SES groups is associated with a greater exposure to psychological stressors. Differential vulnerability hypothesis suggests that low SES individuals have less well equipped to cope with stressors because they have a fewer material and social sources. Relative Deprivation was significantly correlated to perceived stress, while Relative Gratification was not (Holland, 2011). The markers of hopelessness are evident in income, education, and employment data, in differences in mortality, marriage, and incarceration rates, and in other signs of societal fragmentation. However, trends in hope and...

Words: 333 - Pages: 2

Free Essay

Fp6005 Maladaptive Behavior & Psychopathology

...Treatment This assignment follows up on your M3 A2 assignment in which you made primary and secondary diagnoses and also considered some of the differential diagnoses for your chosen case. Please do the following: -       Modify your diagnoses (if needed) based upon the feedback I gave or the questions I asked you to spur your thinking; -       Read five (5) peer-reviewed sources on the etiology of both your primary and secondary diagnosis. -       Read five (5) peer-reviewed sources on the treatment of both your primary and secondary diagnosis. -       Your paper should have these sections with the headings in bold: -       -           introduction o    etiology of primary diagnosis o    Etiology of secondary diagnosis o    Therapeutic modality of primary diagnosis o    Therapeutic modality of secondary diagnosis o    Justification of the Selected Therapeutic Modality for the Primary Diagnosis o    Justification of the Selected Therapeutic Modality for the Secondary Diagnosis o    Application of the Treatment for the Primary Diagnosis o    Application of the Treatment for the Secondary Diagnosis. o    Citations / References in APA style. **Please focus on this, as this is still an issue. -       The total page should be 8-10 pages. -       NOTE: The developed emphasized that you should not discuss your differential diagnoses you did in Module 3 in this paper. These are just to get you thinking and to arrive at your ultimate diagnoses so there is no point of...

Words: 299 - Pages: 2

Premium Essay

Econ60081

... 2 of 3 ECON60081 SECTION A Answer ALL Questions. Each question carries equal weight. Question 1. Consider the problem Ax = b where ⎛ ⎞ ⎞ ⎛ ⎛ ⎞ 2 1 3 1 1 A = ⎝ 3 2 5 ⎠  x = ⎝ 2 ⎠  b = ⎝ 3 ⎠  1 1 2 3 2 Determine the degrees of freedom and the number of redundant equations of this system. Further, determine the solution(s) if solutions exists. [10 marks] Question 2. Give formal definitions for the following: (a) a convex function, (b) a strictly con­ vex set, (c) a differentiable function. Further, give an example of a concave function that is not differentiable. [10 marks] Question 3. Find the solution of the following differential equation  = 1 + 3 − 2  ˙ where (0) = 5. [10 marks] Question 4. Find the general solution of the following second order differential equation  + 4 + 10 =  ¨ ˙ [10 marks] Question 5. Consider the following system of nonlinear difference equations ½ 1+1 = 31 − 2  2 2+1 = 2 + 1  Find the equilibria and classify them as sink, source or saddle. [10 marks] Continued 3 of 3 ECON60081 SECTION B Answer ALL Questions. Question 6. Assume  ≥ 4. For   −1 and   −1, solve the utility maximization problem (a) max ( ) = 1 ln(1 + ) + 1 ln(1 + ) subject to the constraint 2 + 3 = .[15 marks] 2 4 (b) Let (∗ ()  ∗ ()) be the solution to the problem in part (a) as a function of ....

Words: 347 - Pages: 2