How do you simplify $(13 x y^{22}) (- 3 y)$ $(13xy^22) ( -3y)$ ?

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Answer 1 · 2015-05-07T00:25:56

The answer is $- 39 x y^{23}$ $-39xy^23$ .

Simplify $(13 x y^{22}) (- 3 y)$ $(13xy^22)(-3y)$ .

Put like terms together.

$13 \times - 3 \times y^{22} y$ $13xx-3xxy^22y$

Apply the product rule to exponents. $x^{a} x^{b} = x^{a + b}$ $x^ax^b=x^(a+b)$

$13 \times - 3 x y^{22 + 1}$ $13xx-3xy^(22+1)$ =

$13 \times - 3 x y^{23}$ $13xx-3xy^23$

Multiply 13 x -3.

$13 x y^{22} \times - 3$ $13xy^22xx-3$ =

$- 39 x y^{23}$ $-39xy^23$

How do you simplify (13xy22)(−3y)(13xy^22) ( -3y)?