1. |
Take the derivative of y=(7+x)(7+x)2 |
Take the derivative of the function 4. y=7+3e5x
(1 point) The derivative of f(x,y) at (6,5) in the direction 1/sqrt(53) <−7,−2> is 8 and the derivative of f(x,y) at (6,5) in the direction 1/sqrt(17)<−4,1> is −5. What is the derivative of f(x,y) at the point (6,5) in the direction 1/sqrt(89)<8,−5>? Please show all steps.
Take the derivative of the function 4. y=e2*In(x)
Take the derivative of the function 4. y=x²e4x
Take the derivative of the function 3. y=(x +3X-9e*
(1 point) The derivative of f(x,y) at (0,6) in the direction 85 <7,-6 > is -5 and the derivative of f(x,y) at (0,6) in the < -4, -5 > is 6. direction What is the derivative of f(x, y) at the point (0,6) in the direction < -5,6 >? (1 point) The derivative of f(x,y) at (0,6) in the direction 85 is -5 and the derivative of f(x,y) at (0,6) in the is 6. direction What is the derivative of...
1. Given f(x,y) = z as z = 2 +y find: (a) the partial derivative f(x,y). (b) the partial derivative fy(2,y).
please do #7 the derivative of the function y - tan-(x-v1+x? ). Problem 5. Find the derivative of the function y = sin(2x+1). Problem 6. Find the derivative of the function h(x) = sinh(x?). Problem 7. Find the limits. Use L'Hospital's Rule where appropriate. I (a) lim x’e-* (b) lim (sin x In x) x0+
take the derivative of (x+y)^3 = 3x - 4y + 5 with respect to the variable t. do not rearrange and move terms to the other side of the equation.
find the derivative h = 7 tan-1* 1-2(x + 1 + x²