Exponent part 2 | R.S Aggarwal

Write the exponent of 2 in the prime factorization of 144.

Adiabatic exponent of a gas is equal to

Statement-1: The number of zeros at the end of 100! Is, 24. Statement-2: The exponent of prine p in n!, is [(n)/(p)]+[(n)/(p^(2))]+.......+[(n)/(p^(r))] Where r is a natural number such that P^(r)lenltP^(r+1) .

Statement 1: Number of zeros at the end of 50! is equal to 12. Statement 2: Exponent of 2 in 50! is 47.

Write 8^(3) as in exponent form with base 2.

Express 5^(8) in exponent form with base 25.

The exponent of 12 in 100! is

Express 4^(4) in exponent form with base 2.

In the given diagram, there are two semicircular parts one having radius 'a' and another having radius '3a' as shown. If resistance of ACB part is R and resistance of ADB part is 3R. Select the correct option(s):

the exponent of 15 in 100!, is