Prove that (x+1/x)(x^2+1/x^2)(x^4+1/x^4)(x^8+1/x^8) = x^32-1 / x^15(x^2-1)
Prove that (x+1/x)(x^2+1/x^2)(x^4+1/x^4)(x^8+1/x^8) = x^32-1 / x^15(x^2-1)
Simplify using long division (12y^2-39y+15+12y^3)/(2y+5)
Divide and Check. b^2 – 25 / b-7 =
(35w3 + 11w2 + 29w + 29) ÷ (5w + 3)
(y3 + 10y2 +10y - 3) ÷ (y+2)
(x6 -9x3 +14) ÷ (x3 - 3)
(3x3-2x2-8)/(x2+5) Can the remainder be -15x-18? Why or why not?
Question is above. I got confused with this one, and didn't actually understand what was asked.
how do you solve this?
Long Division of Algebraic Polynomials
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This is a division of polynomials. It is supposed to be divided by using the division algorithm. Please help me!
Polynomial long division. Need help please!
would you show me how to solve using long division: 1. (72 - 8x^2 + 4x^3 - 36x) divide by (x -3) 2. (8b^2 - 6) divide by (2b -1) thank...
Polynomial-long division
polynomial long division. please help