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- Divide using synthetic division. (2x - 12x-6x° +x) + (6 + x) (2x - 12x-6x +x*) + (6 + x) = 6 +x (Simplify your answers. Use integers or fractions for any numbers in the expressi Enter your answer in the edit fields and then click Check Answer All parts showingal TEW 8:22 PM © 1 0 40% Factoring x^2 +BX + C 4 of 4 9. Circle the letter of any trinomial with (x + 3) as one of its factors. A B x2 – 11x + 24 x2 + 4x + 3 х2- 2х - 15 Review II의 \- Background Layout- Theme Transition Toplc: Lesson 5.3 9) Samuel and Ariana are competing in a speed round for an open position on the math team. To win the spot, each student must factor the same polynomial expression, 12xyz'+16x'y'z-32x'yz, by finding the GCF. Samuel's final result was 2xyz(6z+8xy-16x). Explain his error, if any.? Click to add speaker notes
- ull TEW 8:59 PM @ 1 0 33%4) Ах^2 + Bх + с 3 of 3 8. Lawson is pouring a rectangular concrete slab for his doghouse. The slab will cover an area of 5x2 + 12x – 9 square feet. Write expressions that represent possible dimensions for the length and width of the concrete slab. Select the TWO factors below 5x + 3 5x - 3 X + 3 х - 3 Reviewsimplify the radical 6√72x^2simplify the radical that is not a perfect square √32a^7b^4
- Rewrite 4 - 5x - x2 + 6x3 in descending powers of x.Help jamboard.google.com Algebra. 4/4 ame %234: FACTOR and find all zeros for each polynomial: POSSIBLE RATIONAL ZEROS (Section #3) thetic Division to check each zero. (Section #2) ou reach a quadratic equation, perform regular factoring or Quadratic Formula. x+2 B. x* –x' +14x –16x-32 JAN étvesttaker/viewtest.html Unit 4 1 * Text-to-Speech 1. Classify the following polynomial by degree and by the number of terms 3 7x + 2x+ 3x + 9 ' A. cubic trinomial B. linear binomial C. cubic polynomial D. quadratic trinomial E. quadratic polynomial Powered by Linklt! 100%
- Find the length of side x in simplest radical form with a rational denominator 30 60 x 4Find the quotient and the remainder. Check your work by verifying that(Quotient) (Divisor) + Remainder = Dividend 3x4 - x3 + x - 2 divided by 3x2 + x + 1Find the quotient and the remainder. Check your work by verifying that(Quotient) (Divisor) + Remainder = Dividend 4x3 - 3x2 + x + 1 divided by x2+2