The completely factored form of 25x4 − 16y2 is (5x2 + 4y)(5x2 − 4y). This is derived from recognizing the expression as a difference of squares. Thus, the answer is option A.

The given expression is: 25 x4 - 64 To find, the equivalent expressions are: a) 25 x4 + 40x - 40x - 64 = 25x4 - 64, is the equivalent expression. b) 25 x4 + 13x - 13x - 64 = 25x4 - 64, is the …

The expressions equivalent to 25x4 −64 are Options A, B, and C. All three options simplify or factor to yield the original expression. Options D and E do not represent the same value as 25x4 …

To solve the problem of finding which expressions are equivalent to 25x4 − 64, let's carefully analyze each option: Expression: 25x4 +40x −40x − 64 First, simplify the expression 25x4 +40x …

Oct 5, 2023 · Explanation To determine which expressions are equivalent to 25x4 − 64, we will examine each option closely. Option A: 25x4 + 40x −40x − 64 When combining like terms, we …

Dec 2, 2024 · The simplified form of 25x4 is 5x2. This is achieved by breaking the square root into the product of individual square roots, calculating each square root, and then combining the …

Aug 8, 2018 · According to the Rational Root Theorem, the potential rational root −52 is a match for function D, f (x) = 25x4 − 7x2 + x + 4. This conclusion is reached by examining the factors of …

The factored form of 125x6 − 8 is (5x2 − 2)(25x4 + 10x2 + 4), which is option B. This is achieved by recognizing it as a difference of cubes and applying the corresponding formula. Simplifying …

Dec 23, 2019 · The complete factorization of 625x8 −1 is (5x2 − 1)(5x2 + 1)(25x4 + 1). This is achieved by first applying the difference of squares twice. The correct answer choice is option B.

The non-real solutions to the equation are 31+i 5 and 31−i 5, corresponding to option A. These solutions arise from the quadratic nature of the remaining polynomial after accounting for the …