Apply Euler's method

what is if you have only given an equation of curve as and initial point?

THe euler's formula being,

Find y(3) using Euler’s method for . Given y(5)=1, and step size is 1.

In Euler's method, which of the following is true for the smaller step size? 

In Euler's method , if number of steps are m and K is the interval between initial value and final required value,  whch of the following is not true?

For the euler's formula, "h" is a step size, Which of the following statements is true. 

If y(-4) = 60 , and then find y(-5) using single step. 

 Find y(0.5) using Euler’s method for , when y(0)=1, and step size is 0.1.

Find y(0.4) using Euler’s method for , when y0=2, and step size is 0.2.

Find y(1) using Euler’s method for , when y(0.6)=3.223, and step size is 0.2.

Find out the step size to calculate y(10) using Euler’s method for . Given, the number of steps to be taken is 50 and y(1)=5.

Calculate the number of steps required to calculate y(5) using Euler’s method for in a step of 0.1 also the initial value y(2)=1

For the euler function to find ,

which of the following is true about

the value of 

Solve the equation using Euler’s method.

dy/dx=x+2y

y(0)=0

Find value of the solution at x=0.5 and using steps of size h=0.25

get y(0.5) if 'y' is the solution of the equation

dy/dx=-2x-y, y(0)=-1 using Euler’s method with step length 0.1

For  , and if from, initial condition y(1) , to find y(3) with step size 0.2

Which statment is correct with respect to Euler's method and accuracy?