Mathematics: Is the product of which of the following two radical numbers?

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Is the product of which of the following two radical

Ответ:

MNBASKETBALL838

01.02.2022

Mathematics

The third line

Step-by-step explanation:

let's see all choices by solving them

1) The first one

$\sqrt[ 3]{ - 5} \sqrt[3]{3} = \sqrt[3]{ - 15} (negative \: times \: positive \: is \: negative)$

2) The second one

$\sqrt[3]{5} \sqrt[3]{ - 3} = \sqrt[3]{ - 15} (positive \: times \: negative \: is \: negative)$

3) The third one

$\sqrt[3]{ - 5} \sqrt[3]{ - 3} = \sqrt[3]{15} (negative \: times \: negative \: is \: positive) \: this \: choice \: is \: the \: answer \: because \: the \: question \: asks \: positive \: radical \: number$

4) The fourth one

$\sqrt[3]{ - 15} \sqrt[3]{1} = \sqrt[3]{ - 15} (any \: number \: multiply \: by \: one \: is \: it \: self$

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Is the product of which of the following two radical numbers?

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