Asked by Jasmine20
I'm not understanding so the answer should read as follows and steps:
15x^4y^9 divided by 3x^2y^2 = 5x^2y^7
Can you check this one for me.
Direction. Simplify each of the following expressions where possible.
6x^2y^3+9x^2y^3 divided by 3x^2y^2
My answer:
15x^4y^6 divided by 3x^2y^2 =5x^2y^4
There is a + sign in the numerator. You may not add x<sup>2</sup> to x<sup>2</sup> and get x<sup>4</sup>. Multiply, yes, not add. Likewise, y<sup>3</suo>times y<sup>3</sup> is y<sup>6</sup> but the sum is not that.
My answer was garbled because I didn't use the superscripts right.
use liner combinations to solve the liner system
v - w = -5
v + 2w = 4
15x^4y^9 divided by 3x^2y^2 = 5x^2y^7
Can you check this one for me.
Direction. Simplify each of the following expressions where possible.
6x^2y^3+9x^2y^3 divided by 3x^2y^2
My answer:
15x^4y^6 divided by 3x^2y^2 =5x^2y^4
There is a + sign in the numerator. You may not add x<sup>2</sup> to x<sup>2</sup> and get x<sup>4</sup>. Multiply, yes, not add. Likewise, y<sup>3</suo>times y<sup>3</sup> is y<sup>6</sup> but the sum is not that.
My answer was garbled because I didn't use the superscripts right.
use liner combinations to solve the liner system
v - w = -5
v + 2w = 4
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