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1.Add the polynomials.
(x^3+4x^2+2x-3) + (-x^3-3x^2-3x+2)
2.Perform the indicated operation.(2 - 3x + x^3) - (-1 - 4x + x^2)
3.Find the product .
-2ab*7a^5*b^4
4.Find the opposite of the polynomial.
-2r^2 - r + 3
5.Multiply:
(-4 - a)^2
6.Find the quotient and the remainder
(x^4-2x^2+3) / (x+1)
7.Simplify.
[4z(z^4)^4] / [24z^5(z^2)^3]
8.Write without negative exponents:
(3xy^2)^-1
find the slope m of the line that passes through the points 3 -8 and -7
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at the beginning of the year nicole has 5000 in her checking account. she receives a 1000 paycheck from her job each
Find equations for the horizontal and vertical asymptotes
Find the total interest for a loan.
Suppose the sales of a company are given by S(x) = $300x + $3,000 where x is measured in years and x = 0 corresponds to the year 2003. Find the predicted sales in the year 2006 assuming the trend continues.
Suppose the Phillips curve is represented by the following: πt = πte + 0.20 - 2ut where πte = θπt=1. Assume θ = 0.8, πt=1 = 0.10 (10%) and ut = 0.05 (5%). Calculate πt.
Establish the values of k for which the binomial coe?cient p Ck is divisible by p when p is a prime number. Use your result and the method of induction to prove that np - n is divisible by p for all integers n and all prime numbers p. Deduce that ..
State the domain of the following.
The owner of a daycare center plans to have a rectangular sandbox built in the outdoor play area. The width (in feet) of the sandbox is given by the polynomial 2x-5.
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