Question

These are two like radicals.
https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAwkjE4-DqJiCA.X50p6SVLUo96-fkvhQX4sD/19809088,B84/Assets/assessmentimages/u3l8.jpg
True

False

Answer 1

false?

Answer 2

@jhonyy9

Answer 3

@Mehek14

Answer 4

is it false @mathstudent55

Answer 5

@sweetburger

Answer 6

@ganeshie8

Answer 7

@rebeccaxhawaii

Answer 8

like terms not like terms
3x, 5x 5xy, 2yz
2x^2, 8x^2 2x^3, 5x^6
3xy, -5xy \(5 \sqrt 2\), \(-8 \sqrt 3\)
\(\sqrt 2\), \(-5\sqrt 2\) 3x, 4y

Answer 9

To have like terms, you need to have the same variables, or the same things multiplying the numbers.
Like terms can be added together. Not like terms cannot be added together.

Answer 10

You are correct.
These two are NOT like radicals.

Answer 11

sqrt2 is about 1.41
sqrt3 is about 1.73
They are different; therefore if you multiply them by the same number (7), they will still be different.