Question

Simplify (4-3(√2))^2

Answer 1

\[(4-3\left( \sqrt{2} \right)^2\]
4-3 becomes 1, so you end up with
\[\left( \sqrt{2} \right)^2\]
and the sqroot cancels with the power, so your answer would be 2

Answer 2

Umm not quite..

Answer 3

This is an expansion problem.

Answer 4

\[(a-b)^{2} = a^{2}-2ab+b^{2}\]

Answer 5

\[(4-3\sqrt{2})(4-3\sqrt{2})\]

foil it

Answer 6

\[16 -12\sqrt{2}-12\sqrt{2}+9(2)\]

Answer 7

so whose correct? and thanks for all who is trying to help

Answer 8

Both ways are the same.

Answer 9

mine is not done...need to combine like terms..

Answer 10

and I dont know if I asked it correctly but its (4-3\[\sqrt{2}\])\[^{2}\]

Answer 11

dang it

Answer 12

is 16−122√−122√+9(2) as simple as it can get?

Answer 13

Nope.

Answer 14

Add the 12s and multiply 2 and 9.

Answer 15

typed it in my calculator and got 0.0588 which is correct

Answer 16

Good. You might wanna do whole numbers next time instead of decimals.

Answer 17

16√2√2+9(2)?

Answer 18

16*1+18?

Answer 19

i feel that is very wrong

Answer 20

Yes it is. The simplified form is \[16-24\sqrt{2}+18 = 34-24\sqrt{2}\]

Answer 21

thank you