Math, asked by dhiyaaishan, 4 months ago

The common factor of x3y2 and x4y is​

Answers

Answered by aanchalpaul9372
17

Answer:

the common factor is (x^3)y

Answered by hukam0685
2

The common factor of x³y² and x⁴y is x³y.

Given:

  • x³y² and x⁴y

To find:

  • Find the common factor of both expressions.

Solution:

Write the expressions and find the degree of x and y which are present in both expressions.

 ( {x}^{3} \:y\:  \:   y) \: and \:  ({x}^{3}\:x\:y \: )

or

 ( \red{{x}^{3} y} \:  \:   y) \: and \:  (\red{{x}^{3}y}  \: x)

It is clear that common terms in both expressions are terms marked in red.

Thus,

Common factors of both expressions is x³y.

_______________________________

Learn more:

1) the common factor of 72x^3y^4z^4 , 120 z^2d^2x^4 and 96y^3z^4d^4

https://brainly.in/question/33465299

2) x^2-5x+6 and x^3-6x^2+11x+a have a common factor. Find the value of a

https://brainly.in/question/3966449

Similar questions