+129852 We can atually write this as
5 / 32^(1/3) ......we need to "rationalize" the denominator....we can do this thusly :
Multiply "top and bottom" by 32^(2/3)
[5 * 32^(2/3)] / [ 32^(1/3) * 32^(2/3)] =
5 3√[322] / 32 ...... "rationalizing" the denominator usually makes it easier to add fractions
+129852 We can atually write this as
5 / 32^(1/3) ......we need to "rationalize" the denominator....we can do this thusly :
Multiply "top and bottom" by 32^(2/3)
[5 * 32^(2/3)] / [ 32^(1/3) * 32^(2/3)] =
5 3√[322] / 32 ...... "rationalizing" the denominator usually makes it easier to add fractions
