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Near what points may the surface x^3+3y^2+8xz^2-3z^3y=1 be represented as a graph of a differentiable function z= k(x,y)? Justify your answer.
Find the points ( x,y) on the unit circle, at which the product xy is maximum or minimum
If f(x,y)= x^1/4+y^1/4/x^1/5+y^1/5,then show that x×∂f/∂x+y×∂f/∂y=1/20×f(x,y)stating the results used.
If f(x,y,z)= (coax,siny,tanz) and g(x,y,z)=(x-3,y^2-1,z^2-1), then find fog.
Find the derivative of f(x) = e^xlnx+x^2 using the concept of total derivative.
Using polar coordinates, show that lim x→0 y→0 x^3-y^3/x^2+y^2 =0.Also, find the two repeated limits.
let f(x,y)={ xy^5/x^2+y^4 where (x,y) is not equal to (0,0) and 0 where (x,y) = 0
Take 10 figure logarithm to base 10 from x = 300 to x = 310 by unit increment. Calculate
the first derivative of log10 x when x = 310
The annual inventory cost of C for a manufacturer is given by

C = (2 000 000)/x + 500x


where x is the number of items that are ordered each item. Find C(200) and C ‘ (200), and interpret the result.
Evaluate the integral  +
/ 2
0
2 cos
1
p
dx
x
.
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