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What is the length of AC?
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@jhonyy9
Use the Pythagorean Theorm formula is : a^2 + b^2 = c^2 (8)^2 +(4)^2 = c^2
Can u do it from up here?
64+16=c^2 80=c^2 8.9=c?
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Correct!
@Zale101 the choices are: 8√2 8√3 16 4
what does 8√2 and 8√3 equal to?
Can u calculate it?
11.31 and 13.85?
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@Zale101
Since square root of 80 is 8.94, the two numbers between 8.94 is 8 and 9.
@Zale101 so isn't it either 8√2 or 8√3?
i'd go with 8√2, based on what i scaled
ok thanks! can you help me find the length of AM?
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How did u do u find the AC, find it on AM. If u have any problem ask me.
let me know if uunderstand the concept or not. Ok :)
i know we have to use: a^2 + b^2 = c^2 but what do we plug in for b?
@Zale101
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