Use long division to divide  (-150x2+15x4+135)/(3x+9)

Q: Divide (6x3 + 7x2 + 5x + 12) by (2x + 3).

A: Our Aim is to divide (6x3+7x2+5x+12) by (2x+3)

Q: divide 5x3-15x2-26x+24 by x-4 using long division.

A: For 1st part of quotient, 5x2 must be multiplied to x to get 5x3 . Similarly go on dividing as shown…

Q: Divide 3x3 + 10x2 - 9x - 4 by x + 4.

A: Given : 3x3+10x2−9x−4x+4 Write the problem in the special format: x+4−3x2−2x−1−4x+4−3x3+10x2−9x−4x+4

Q: Divide  (50c3 + 7c + 4) / (5c + 2)

A:

Q: Evaluate 2x2 +1+2/ dr.

A: First we distribute the x and write using exponents.

Q: Divide (3x4-x2-6)/(x2 -2)

A: after divide the given function the remainder is 4 and quotient is 3x^2 +5 detailed solution i given…

Q: Can -6x4 be expressed as a polynomial?

A: Can -6x4 be expressed as a polynomial?

Q: Add the polynomial  (-2 + 4x7 + 3x9 + 2x8 ) + ( -9x9 - 8x7 + 3 + 5x9)

A: