13^2= square root or 177+b^2?????
okey dokey
169 = 177+b^2 subtract 177 from both sides to isolate b^2
oops, sorry. I read your post wrong
\[169 = \sqrt{177+b ^{2}}\]
square both sides to find \[28561=177+b ^{2}\]
subtract 177 from both sides: 28394=b^2
take the square root of both sides to solve for b \[\sqrt{28384} = b = 168.476\] (approximately)
oh so i don't square root the 177 til the end???
was the original problem \[13^{2}=\sqrt{177+b ^{2}}\]?
yes
We never had to find the square root of 177 by itself
If you square a square root, the square root goes away. That's what I did to find 28561=177+b^2
from there I subtracted 177 from both sides to get the variable by itself
so then the equation becomes \[28384 = b ^{2}\]
then to solve for b, i took the square root of both sides
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