Help Please @ganeshie8
Looking for the missing side?
yes
ok i this dont knw how to find the hypotenuse
\[c^2 = a^2+b^2\] a =24 b = ? c = 25 Plug in the values \[25^2= 24^2+b^2\] Square 25 and 24\[625 = 576+ b^2\] We need to get b^2 by it self so subtract 576 form both sides \[49 = b^2\] To find b, when need to get rid of the square. To do that take the square root of both sides. What is the square root of 49? \[\sqrt{49}\]
We aren't looking for the hypotenuse in this problem. Hypotenuse is the longest side of the triangle. We are just looking for a side of a leg
can u help me with one moe @ryan88
I can try
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i got its 113 and what it mean to leave it in radical form
\[c^2 = a^2 + b^2\] a = 7; b = 8; c = ? Plug in the values\[c^2 = 7^2+8^2\]square the 7 and 8\[c^2 = 49 +64\] Combine like terms\[c^2 = 113\] take the square of both sides to get c by it self\[c = \sqrt{113}\]
thank u
It means to leave it as a square root. Like I did
No problem glad to help
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