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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 showing4) Simplify each fraction. Hint: factor, use exponent rules. 2x2+7x-15 a) 2x2-x-3 (x-2)+/2 -(x+5)(x-2)-1/2 х-2의 \- 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
- simplify the radical 6√72x^2simplify the radical that is not a perfect square √32a^7b^4ull 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 Review
- 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 + 13, Write Vm3 as a single radical using the smallest possible root.