Solution
Solution
Solution steps
Apply exponent rule:
Apply the chain rule:
Popular Examples
(\partial)/(\partial x)(4z^2-6sin(x))(\partial)/(\partial x)(xyz^2-18)limit as x approaches 0 of (x^2+8)/(x-1)derivative of (3x-1(2x+5))x^{''}-14x^'+49x=4te^{7t}
Frequently Asked Questions (FAQ)
What is the d/(dt)(2^{t^3}) ?
The d/(dt)(2^{t^3}) is 3ln(2)*2^{t^3}t^2What is the first d/(dt)(2^{t^3}) ?
The first d/(dt)(2^{t^3}) is 3ln(2)*2^{t^3}t^2