The changes in a function y and the independent variable x are related as dy/dx = x^2 . Find y as a function of x .
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ANSWER::
Change in a function of y and the independent variable x are related as
dy/dx = x²
dy = x² dx
Taking integration both sides ,
∫dy = ∫ x² dx
y = x³/3 + c
Therefore , y as a function of x is represented by y = x³/3 + c
Hope it helps!
ANSWER::
Change in a function of y and the independent variable x are related as
dy/dx = x²
dy = x² dx
Taking integration both sides ,
∫dy = ∫ x² dx
y = x³/3 + c
Therefore , y as a function of x is represented by y = x³/3 + c
Hope it helps!
Answered by
2
integrate and the answer will be the function x
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