Math, asked by mituborah4, 4 months ago

Prove that 10^11 is greater than 11^10

Answers

Answered by vishnuvardhangoud2
2

Answer:

25937424601

Step-by-step explanation:

10×10×10×10×10×10×10×10×10×10×10=10000000000

11×11×11×11×11×11×11×11×11×11=25937424601

Answered by dandi19
0
Solution:

Let x^n and n^x

The base which has greater power is always greater than other

^
= 10^11
=100000000000
=1.0+11

^
= 11^10
= 25937424601
= 2.593742+10


Therefore:

This condition is true for all
except 0, 1, 2, 3

Hope this would help.
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