Refer to the triangle below. If a = 3 and b = 3, Find c to the nearest hundredth. Show all work.
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Figure it out, this is pre- school math
it's 11 grade
A squared + B squared = C squared
You can use this equation \( a^2 + b^2 = c^2\) \( 3^2 + 3^2 = c^2\)
then how do i solve this Find c to the nearest hundredth. Show all work.
scheiße leicht
@MDoodler gave you the equation. All you have to do is solve. \(\sf 3^2 +3^2=c^2\)
thanks
Let me know what you get
\( a^2 + b^2 = c^2\) \( 3^2 + 3^2 = c^2\) \( 18 = c^2\)
c=\[c=_+3\sqrt{2}\]
Now for \( 18 = c^2\) take the square root of both sides to get ride of \( c^2\) and finish the problem
correct micahm
so that's all i had to do
Now you have to proximate to nearest hundredths
how do i do that
how do i do the next part
Take the square root of both sides
which two sides
both sides of the equation
of this c=+32√
Your equation right now is \(\sf 18=c^2\)
@sleepyjess He is asking how to turn Find c to the nearest hundredth. Show all work. She has not yet found to the nearest hundredth. That is what she was asking about. Sorry I am at work so I am in an out and I don't know if the person knows how to turn a square root into a decimal or if they can just use there calculator
i not good at math but if you break it down i can solve it better
He either needs to be show how to turn a square root to a deciaml or they might be doing it this way. Sorry don't have time to explain right now but the video might help https://www.khanacademy.org/math/pre-algebra/exponents-radicals/radical-radicals/v/approximating-square-roots
Watch the video and then times 3 times \(\sqrt(2) \) which will give you 4.2426 now round to nearest hundredths 4.24 is the answer for c
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