x^2+4x+ ?

x^2+4x+ ?

g(t)= ∫0t((1/1-x)+(1/(1+x)^2))dx

A right circular cone is circumscribed about a sphere of radius a. if θ is a semiangle at the vertex, find θ when the volume of the cone is a minimum. Note: The semiangle of a cone is the...

The equation (x^2+y^2)^2=2(x^3+y^3) graphs the bean curve. Approximate the value of y at x=1/2 by using the linear approximation to the curve at the point (1,1). Possible answers...

linear A clothing business finds there is a linear relationship between the number of shirts, n ,it can sell and the price, p , it can charge per shirt. In particular, historical data shows that...

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Yosemite Falls in Cali is composed of 3 sections. The upper Yosemite Fall, The middle Cascade, and Lower Yosemite Fall. From a footbridge across the creek 2500 feet from the falls, the angles of elevation...

12000-inte(0 to A) r(t)dt= 9000 r(t)= 600t/t+3 for 0 less than or equal to t less than or equal 5 r(t)= t>5 (Piecewise)

x^2+sqrt3x+?

write an eqaution of tangent to each curve at the given point p (1,-1) y= √x - 2/^3√x (cubic root of x)

use f(x+h)-f(x))/h, so simplify ((5/x+h-1)-(5/x-1))/h. Step by step calculations please

4^x + 4 = 5^2x + 5

Given logb2=.36 and logb5=.83 Find logb10= logb100=

Vertices: (-2, 1) and (2, 1) Foci: (-3, 1) and (3, 1)

x | f(x) | f'(x) 2 | 4 | -1 3 | 5 | 2 5 | 1 | ...

Write an equation of the tangent to each curve at the given point (1,-1) y= (√x - 2)/^3√x

differentiate the following transcendental functions: 1. f(x)= In(sin√x)/sin(In(√x)) 2. f(x)= ex √x2+x+1 can you please complete the answer. please i really need...

use implicit differentiation to obtain the indicated derivative. Assume y=f(x) 1. 3x4y2-7xy3=4-8y , find dy/dx 2. 4x2+9y2=36 , find d2y/dx2

For instance, the inner loop of 3-5sintheta?