
[FREE] The monomial 36x^4 is a perfect square. What is the square …
Feb 28, 2018 · The monomial 36x4 is a perfect square. What is the square root of 36x4? 6x2 6x4 18x2 18x4.
[FREE] When 36x^4 + 12x^8 is divided by 12x^4, what is the result ...
Mar 7, 2023 · Dividing 36x4 + 12x8 by 12x4 gives us the result of 3 + x4. Each term is divided separately and then combined. The final answer is straightforward and shows the result of the division.
[FREE] Divide $12x^5 - 36x^4 - 6x^3$ by $6x^2$. A. $2x^2 + 6x
Oct 25, 2024 · The division of the polynomial 12x5 − 36x4 − 6x3 by 6x2 results in 2x3 −6x2 −x. The correct answer choice is D. This choice matches the result of the division process described.
[FREE] The monomial 36x^4 is a perfect square. What is the square …
Nov 3, 2016 · The square root of the monomial 36x4 is 6x2. This is determined by separately finding the square roots of the coefficient and the variable part. The coefficient 36 has a square root of 6, and x4 has a square root of x2.
[FREE] Divide 12x5 − 36x4 − 6x3 by 3x2. - brainly.com
Sep 3, 2023 · This answer is FREE! See the answer to your question: Divide 12x5 − 36x4 − 6x3 by 3x2. - brainly.com
[FREE] Divide 12x^5 - 36x^4 - 6x^3 by 3x^2. A. 4x^2 - Brainly.com
Nov 3, 2022 · The division of 12x5 −36x4 −6x3 by 3x2 results in 4x3 − 12x2 − 2x, making option D the correct choice. This is done by dividing each term of the polynomial individually by the divisor.
[FREE] When 36x^4 + 12x^8 is divided by 12x^4, the result is:
Jan 29, 2020 · Dividing the polynomial 36x4 + 12x8 by 12x4 gives the result of 3 + x4. This is achieved by dividing each term separately. The first term yields 3 and the second term results in x4.
The monomial 36x4 is a perfect square. What is the square root of …
Jan 28, 2025 · The monomial 36x4 is a perfect square. What is the square root of 36x4? A. 6x2B. 6x4C. 18x2D. 18x4 See answer Ask AI Asked by irma0902 • 01/28/2025 Advertisement
[FREE] The side length, s , of a cube is 4x^2 - Brainly.com
May 12, 2020 · The side length, s, of a cube is 4x2 3. if v = s3, what is the volume of the cube? 64x6 144x4 108x2 27 64x6 48x4 12x2 1 4x6 36x4 108x2 27 4x6 12x4 12x2 1
[FREE] Let f(x) = 12x^5 − 36x^4 − 6x^3 and g(x) = 3x^2. Find …
Answer: 4x3 − 12x2 − 2x Step-by-step explanation: Given: f (x) = 12x5 −36x4 − 6x3 g(x) = 3x2 We need to find g(x)f (x) . Solution: We have attached the division for your reference. Step 1: Now here Dividend is 12x5 − 36x4 −6x3 and Divisor is 3x2 so we will multiply the Divisor with 4x3 we will get the answer as 12x5 so from dividend 12x5 will get subtracted and the remainder will ...