Simplify. square root 75 minus 4 times the square root 8 minus 3 times the square root of 32 negative 15 square root 5 negative 15 square root 6 5 square root 3 minus 20 square root 2 5 square root 3 plus 4 square root 2
square root 75 \[ \sqrt{75} \] square root 75 minus 4 times the square root 8 \[ \sqrt{75}-4\sqrt{8} \] square root 75 minus 4 times the square root 8 minus 3 times the square root of 32\[ \sqrt{75}-4\sqrt{8}-3\sqrt{32} \] Okay so far is this easy to understand?
some what
Now we factor: \[ 75 = 3\times 5\times 5 \] Can you factor \(8\) and \(32\)?
Notice how:\[ \sqrt{75} =\sqrt{3\times 5^2}=5\sqrt{3} \]
We want to do this with \(8\) and \(32\) if possible.
alright
@wio how do you want me to do this?
First factor the numbers \(8\) and \(32\) into prime numbers.
ok i dont undersyand the factorin part
Basically, what two numbers do you multiply to get \(8\)?
2&4
Ok, to do 8, |dw:1364785296662:dw|
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