Question

arrange in descending order 3√2,3√3 and 3√4​ with step by step explaination.

Answer 1

Answer:

$3 \sqrt{2} < 3 \sqrt{3} < 3 \sqrt{4 }$

Answer 2

Answer:

The given numbers in descending order are 3√4>3√3>3√2

Step-by-step explanation:

Given surds are

3√2,3√3 and 3√4

To find,

We need to arrange the given surds in descending order

Solution:

We have the surds 3√2,3√3 and 3√4

Since 2<3<4,

Taking square root throughout we get

√2<√3 <√4

This inequality remains unchanged if we multiply throughout by a positive number

Hence multiply throughout by 3 we get

3√2<3√3 <3√4

Since descending order is arranging the numbers from biggest to smallest, we have

The given numbers in descending order are 3√4>3√3>3√2

#SPJ2