Oct 10, 2018 · The remainder when the polynomial 8x2 +4x −3 is divided by 2x − 1 is 1, which was found using polynomial long division. After performing the division step-by-step, we determined that …

Aug 29, 2024 · x(x + 8)(x − 4) Denominator: 32x − 8x2 We can factor out an 8x from the denominator: 8x(4 − x) Step 2: Rewrite the Expression with the Factored Form Now we can write the simplified …

The completely factored form of 8x2 − 50 is 2(2x + 5)(2x − 5). Therefore, the correct answer is option D. This result comes from factoring out the GCF and applying the difference of squares formula.

Sep 1, 2022 · When you substitute x = 3 into the expression 8x2 + x, you calculate to find that the value is 75. This involves squaring 3, multiplying by 8, and adding 3. The steps lead to the final result of 75.

Mar 27, 2018 · Let's factor the polynomial 8x2 − 24x + 20x −60. Step 1: Combine like terms. The expression simplifies as follows: 8x2 − 24x + 20x − 60 = 8x2 −4x − 60. Step 2: Factor out the …

Q(x) = 8x2 − 8x + 2 − 5+ x To simplify, we must add similar terms, taking into account that different signs are subtracted and the sign of the major is placed.

May 23, 2016 · The sum of the polynomials (7x3–4x2) + (2x3–4x2) is 9x3 − 8x2. The correct answer choice is D. This is obtained by adding like terms from both polynomials.

Mar 4, 2016 · The true statement about the quadratic equation 8x2 −5x +3 = 0 is that the leading coefficient is 8. Therefore, the correct answer choice is C. All other statements regarding the …

Jul 30, 2020 · The original equation 8x2 − 48x = −104 can be transformed into the standard quadratic format by moving all terms to one side and dividing by 8. This results in the equation x2 − 6x + 13 = …

Sep 28, 2016 · To find the sum of the polynomials (9 − 3x2 and (−8x2 + 4x + 5, we calculate P (x +Q(x resulting in −11x2 + 4x + 14. The combined expression represents this sum. Thus, (9 −3x2 + (−8x2 + …