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Just plug the numbers in normal and solve. You will still have the 4th root over the number. To solve the 4th root just do it like this:
#^(1/4)
I came out with 254.087.
Originally posted by southalabama97: Just plug the numbers in normal and solve. You will still have the 4th root over the number. To solve the 4th root just do it like this:
#^(1/4)
I came out with 254.087.
Pardon my ignorance. Does #^(1/4) mean the # multiplied by 1/4? And what did you get for the number itself, 91.3?
Originally posted by Flowbee V6: </font><blockquote>quote:</font><hr />Originally posted by southalabama97: Just plug the numbers in normal and solve. You will still have the 4th root over the number. To solve the 4th root just do it like this:
#^(1/4)
I came out with 254.087.
Pardon my ignorance. Does #^(1/4) mean the # multiplied by 1/4? And what did you get for the number itself, 91.3? </font>[/QUOTE]It means the number to the 1 fourth power. This is what it looked like when I put it in my calculator.
(1370/4*5.67*10^-8*(1-.31))^(1/4)
I'm getting the number under the root to be 4.16799*10^9.
Hope this helps, I'm going to bed so hopefully you can get it.
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