Question

2√(50)/5√(2)
show work please.

Answer 1

\[\large (12*7^{1/2})^2 \]
\[\large 12^2 * 7^{1/2 *2} = 12^2 * 7^1\]
Can you simplify it from here?

Answer 2

You can also use this rule..
\[\large \sqrt{x}^2 = \sqrt{x} * \sqrt{x} = x\]

Answer 3

\[\large \sqrt{x} = x^{1/2}\]
if you're wondering where the 1/2 came from.

Answer 4

when I simplify it, I got the answer?

Answer 5

Yes.

Answer 6

@shamil98 2√(50)/5√(2) ?

Answer 7

No..
What is (12)^2 * 7 ?

Answer 8

Unless you are asking a different questions

Answer 9

the answer to my first question is 1008. my second question is 2√(50)/5√(2)

Answer 10

@shamil98 the answer with my first question is 1008, correct? my second question is 2√(50)/5√(2)

Answer 11

You're correct on the first one.

Answer 12

\[\large \frac{ 2 \sqrt{50} }{ 5\sqrt{2} }\]
\[\huge \frac{ 2 \sqrt{25*2} }{ 2\sqrt{5}} = \frac{ \cancel 2*5 \sqrt{2} }{ \cancel 2\sqrt{5} }\]

Answer 13

\[\huge \frac{ 5\sqrt{2} }{ \sqrt{5} } \times \frac{ \sqrt{5} }{ \sqrt{5} } = \frac{ \cancel 5\sqrt{10} }{ \cancel 5 } = \sqrt{10}\]

Answer 14

@shamil98 are you sure the answer isn't 2?

Answer 15

yes..

Answer 16

okay my third question is (11√(5)(7√(10)

Answer 17

@shamil98 my third question is (11√(5)(7√(10)

Answer 18

@shamil98 √(1200)/√(588) ?