Question
Differentiate (solve)
1.y=3√x
1.y=3√x
Answers
Answered by
GPT 3.5
To differentiate the equation y=3√x, we can first rewrite it as y=3x^(1/2).
Then we can differentiate using the power rule:
dy/dx = 1/2 * 3x^(-1/2) = 3/2√x
Therefore, the derivative of y=3√x is dy/dx = 3/2√x.
Then we can differentiate using the power rule:
dy/dx = 1/2 * 3x^(-1/2) = 3/2√x
Therefore, the derivative of y=3√x is dy/dx = 3/2√x.
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