Solve
Guides
Join / Login
Use app
Login
0
You visited us
0
times! Enjoying our articles?
Unlock Full Access!
Question
Write in ascending order:
$$ 6 \sqrt{5}, 7 \sqrt{3} $$ and $$ 8 \sqrt{2} $$
Open in App
Solution
Verified by Toppr
$$ 6 \sqrt{5}=\sqrt{6^{2} \times 5}=\sqrt{180} $$
We know that, $$ 128<147<180 $$
$$ \therefore \sqrt{128}<\sqrt{147}<\sqrt{180} $$
$$ \Rightarrow 8 \sqrt{2}<7 \sqrt{3}<6 \sqrt{5} $$
Was this answer helpful?
1
Similar Questions
Q1
Arrange
3
5
,
2
5
,
1
5
,
7
6
,
1
7
, and
3
8
in ascending order.
View Solution
Q2
Write
4
√
6
,
√
2
,
3
√
4
in ascending order
View Solution
Q3
Write the following in ascending order of magnitude.
6
√
6
,
3
√
7
,
4
√
8
View Solution
Q4
Write the following in ascending order of magnitude.
$$\sqrt[6]{6}, \sqrt[3]{7}, \sqrt[4]{8}$$.
View Solution
Q5
Write the following in ascending order:
√
2
,
3
√
3
,
6
√
6
View Solution