how can we say y^3 can be written as 3y^2 times y'?
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Answered by
12
Hey!!!...Here is ur answer
y^3
differentiate y^3
d/dx (y^3)
=(3y^2)dy/dx
Since dy/dx can be written as y'
So (3y^2)y'
So we can say y^3 can be written as 3y^2 times y'
Hope it will help you
y^3
differentiate y^3
d/dx (y^3)
=(3y^2)dy/dx
Since dy/dx can be written as y'
So (3y^2)y'
So we can say y^3 can be written as 3y^2 times y'
Hope it will help you
Anonymous:
correct..
Answered by
7
Heya !!!!....
Here is ur answer....,,
Differentiate y³
d/dx(y³) = (3y²)dy/dx
Here dy/dx can be written as y'
So, d/dx (y³) = 3y² y'
So we can write y³ as 3y² y'
Hope it helps u :)
Here is ur answer....,,
Differentiate y³
d/dx(y³) = (3y²)dy/dx
Here dy/dx can be written as y'
So, d/dx (y³) = 3y² y'
So we can write y³ as 3y² y'
Hope it helps u :)
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