What is the factored form of the polynomial 27x2y – 43xy2?
What is the factored form of the polynomial 27x2y – 43xy2? STEPS: 27x·2y-43xy·2 Multiply the numbers: 27·2=54 Multiply the numbers: 43·2=86 Add similar elements: 54xy-86xy=-32xy ANSWER=> 32xy
Factor of 271 x 273 x 9 Factor of 431 x 43 As you can see, there is no common number between 27 and 43, thus these numbers cannot be factored and must remain as is. x and y are present in both terms, so we factor them. xy(27x – 43y)
xy(27x – 43y)
Step-by-step explanation: To factor the given expression we need to find out GCF GCF is xy LEts factor out xy
A Step-by-step explanation: Divide both sides by xy; there is no common factor between 27x and 43y so stop there
Factored form xy ( 27x – 43y). Step-by-step explanation: Given : 27x²y – 43xy². To find : What is the factored form of the polynomial. Solution : We have given 27x²y – 43xy². Taking common xy from both terms xy ( 27x – 43y) Therefore, Factored form xy ( 27x – 43y).
First option Step-by-step explanation: xy(27x – 43y)
The answer is A) xy(27x – 43y) Good luck!
xy(27x – 43y) Step-by-step explanation:
Factor y out of 54 y – 43 x y^2: y (54 – 43 x y)
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