Math, asked by kissij, 1 year ago

which is greater root 2, cube root 4 or fourth root 3

Answers

Answered by styla1

greater among the following number is cube root 4.

styla1: plz mark as brainliest

kissij: can you simplify how?

styla1: what

styla1: find the value of all the three terms

styla1: and then compare it

kissij: can you please justify how cube root 4 is greater

styla1: you will get your answer

kissij: Ok thanks

Answered by ColinJacobus

Answer: The answer is cube root of 4.

Step-by-step explanation: We are to find the greatest value from the following:

$\sqrt 2~~~\sqrt[3]{4},~~\sqrt[4]{3}.$

We know the values of the above radicals are as follows:

$\sqrt 2=14.414,\\\\\sqrt[3]{4}=1.587,\\\\\sqrt[4]{3}=1.316.$

We can clearly see that the value of cube root of 4 is the greatest.

Hence, the answer is cube root of 4.

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