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Homework answers / question archive / Solve the following differential equation y'=(3x2-1)/(3+2y),     y(1)=1   The regression line for predicting the salary of principals from cumulative GPA in graduate school is found to be Y = 35000X + 37000

Solve the following differential equation y'=(3x2-1)/(3+2y),     y(1)=1   The regression line for predicting the salary of principals from cumulative GPA in graduate school is found to be Y = 35000X + 37000

Math

Solve the following differential equation y'=(3x2-1)/(3+2y),     y(1)=1

 

The regression line for predicting the salary of principals from cumulative GPA in graduate school is found to be Y = 35000X + 37000.
What does the value of 37000 represent?
Average cumulative GPA
The criterion value
The expected salary of principals when cumulative GPA is zero
The standardized regression coefficient is given an intercept of zero.

 

Consider a system of two linear second order ordinary differential equations along with boundary conditions (both

should be randomly taken, i.e., of your own choice),

Approximate solution of the considered system with

0 < x > 1, h = 0:2, using nite difference method.

Sketch the graph of the obtained solution using any software

or online tool.

 

A deck of cards contains RED cards numbered 1,2,3, BLUE cards numbered 1,2,3,4,5,6,

and GREEN cards numbered 1,2. If a single card is picked at random, what is the probability that the card is NOT GREEN?

-Provide the final answer as a fraction.

 

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