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Popular Word Problems >

8/(e^6)+(27)/(e^9)+(64)/(e^{12)}+(125)/(e^{15)}+(216)/(e^{18)}+(343)/(e^{21)}+(512)/(e^{24)}+(729)/(e^{27)}+(1000)/(e^{30)} as a number

Solution

\frac{8}{e ^{6}} + \frac{27}{e ^{9}} + \frac{64}{e ^{12}} + \frac{125}{e ^{15}} + \frac{216}{e ^{18}} + \frac{343}{e ^{21}} + \frac{512}{e ^{24}} + \frac{729}{e ^{27}} + \frac{1000}{e ^{30}} a s a n u mb er

Solution

\frac{8}{e ^{6}} + \frac{27}{e ^{9}} + \frac{64}{e ^{12}} + \frac{125}{e ^{15}} + \frac{216}{e ^{18}} + \frac{343}{e ^{21}} + \frac{512}{e ^{24}} + \frac{729}{e ^{27}} + \frac{1000}{e ^{30} x}

Solution steps

Represent the number with

x

A.T.Q.:

\frac{8}{e ^{6}} + \frac{27}{e ^{9}} + \frac{64}{e ^{12}} + \frac{125}{e ^{15}} + \frac{216}{e ^{18}} + \frac{343}{e ^{21}} + \frac{512}{e ^{24}} + \frac{729}{e ^{27}} + \frac{1000}{e ^{30} x}

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