Mathematics: What is the quotient of 15p^-4q^-6/-20^12q^-3 in simplified form

What is the quotient of 15p^-4q^-6/-20^12q^-3 in - id1546201231162717, tddreviews

Ответ:

joshuanieto44

14.03.2022

The first step for solving this problem is to reduce the fraction with $q^{-6}$ .
$\frac{15p^{-4} }{-20^{12} q^{3} }$
Determine the sign of the fraction.
$-\frac{15p^{-4} }{20^{12} q^{3} }$
Now if a negative exponent is in the numerator,, then you must move the expression to the denominator and then make the exponent positive. This will change the expression to the following:
$- \frac{15}{ 20^{12} q^{3} p^{4} }$
Lastly,, use the commutative property to reorder the terms on the bottom of the fraction.
$- \frac{15}{ 20^{12} p^{4} q^{3} }$
Since we cannot simplify this expression any further,, the correct answer to this question is $- \frac{15}{ 20^{12} p^{4} q^{3} }$ .
Let me know if you have any further questions.
:)

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Ответ:

Delgadojacky0206

20.04.2023

Mathematics

a. total number of outcomes is 4 hh ht th tt

b. the pobability is 50% because you half the 4 and get 2 (50%)

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What is the quotient of 15p^-4q^-6/-20^12q^-3 in simplified form

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