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calculus homework

Hole dimensions

The following model represents an optimization problem. Determine the maximum solution. What is the Optimization model: Restrictions: x, y is an element of real numbers Constraints: x≥0 y≥0 x+2y≤6 2x-y<3 Objective...

find the polar form with the argument Θ between o and 2pi

.... y= -sin(x+pi)-1

a) log106+3log102 b) alnb+lnc-4lnd

a) 2x=7 b)log25x=1/2 c)34-x=27x d)log3x+log3(x+8)=2

a) f(x)=x3+1 b) g(x)=1-x2

a) 3x=5 b) s=e2t

needs to be in standard form and slope intercept form with all work

needs to be in standard form and slope intercept form with all work

a) ln√ab^3 b)log6[(x/y7)4]

a) lnx=4 b)c=logVa b

In how many years will the population triple the size?

What is the remainder when x^4-2x^3+x+5 divided by x+1?

y= -sin(x+pi)-1 :)

Use the Laws of Logarithms to rewrite the expression below in a form with no logarithm of a product, quotient, or power. log4(x(x-9))

(sinx/1+cosx) +cotx=cscx

If cos b=3/5 and sin a=4/5, where a and b are between 0 and pi/2, evaluate the following: a) Sin2a b)cos(a-b)

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