find the maximum and minimum
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minimum value is -2
maximum value is +3x^2 i.e plus three X square
hope this helps pl mark it as brainliest answer
maximum value is +3x^2 i.e plus three X square
hope this helps pl mark it as brainliest answer
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Answer:
Step-by-step explanation:
solving this by maxima and minima
we have y=x^3+3x^2-2
dy/dx=3x^2+6x
put only first derivative = 0
putting first derivative =0 we get
x= -2
take second derivative of y
6x+6
put x= -2
-6
as d^2y/dx^2 less than 0
the y has maximum value at -2
y(-2)=2=maximum value of y
and minimum value for this is not defined
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