Question

How many numbers are there in 10 raise to 499​

Answer 1

Answer:

The answer to this is 500 and with a quite simple logic.

for 10^1=10 i.e. 2 digits

10^2=100 i.e. 3 digits

10^3=1000 i.e. 4 digits

so we can generalize this with 10^n= n+1 digits

this can also be understood as, multiplying 10 every time increases a 0 in the last place of the original number. so multiplying 10, 499 times to 1 gives 499 zeroes after 1 which will be 500 digits.

simple, yet tricky sometimes!

Step-by-step explanation:

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Answer 2

Answer:

How many digits are in 10^499?

The answer to this is 500 and with a quite simple logic.

for 10^1=10 i.e. 2 digits

10^2=100 i.e. 3 digits

10^3=1000 i.e. 4 digits

so we can generalize this with 10^n= n+1 digits

this can also be understood as, multiplying 10 every time increases a 0 in the last place of the original number. so multiplying 10, 499 times to 1 gives 499 zeroes after 1 which will be 500 digits.

simple, yet tricky sometimes!

thank you