First of all, the sum of 3 odd numbers always equals an odd number and 176 is even so this is NOT possible.
If you did not know this you could let n be the first odd number, n+2 is the next and n+4 is the third.
Add them up and we have n+n+2+n+4=176 or
3n+6=176 so
3n=170
Now you see that 170 is NOT divisible by 3 so ONCE again you see that there is NO solution to this problem. That is to say, there are NOT 3 odd consecutive integers whose sum is 176.
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176 is a multiple of 16
4√11
sqrt(30976) = 176
176 sq. ft.
Look for factors that are perfect squares: 1, 4, 9, 16, 25, etc. In this case, 16 is a factor (16 x 11 = 176): so sqrt(176) = sqrt(16)*sqrt(11) since 4*4 = 16, then sqrt(16)=4, you can simplify to: 4*sqrt(11)