App Logo

No.1 PSC Learning App

1M+ Downloads
For a positive integer b > 1, if the product of two numbers 6344 and 42b8 is divisible by 12, then find the least value of b.

A5

B7

C3

D4

Answer:

D. 4

Read Explanation:

if 12 is divisible by the product then 3 and 4 also divisible take 6344 the last two number is 44 it is divisible by 4 take 42b8 last two digits are b8 if it is divisible by 4 the b should be 2,4,6,8 checking the divisibility of 3 6344 = 6+3+4+4=17 it is not divisible by 3 so 42b8 should be divisible by 3 4+2+b+8=14+b 14+b divisible by 3 if b=2 16 it is not divisible by 3 if b=4 18 it is divisible by 3


Related Questions:

If x=32x = 3 - \sqrt{2} then find the value of 3x2+2x43x^2+ 2x - 4
സംഖ്യാ രേഖയിൽ -15 നും 10 നും ഇടയിലുള്ള അകലം എത്ര?
12 times the middle of three consecutive even numbers is 152 more than 8 times the smallest of the three numbers. What is the middle number?
താഴെ തന്നിരിക്കുന്ന സംഖ്യകളിൽ അഭാജ്യ സംഖ്യകളുടെ സെറ്റ് തിരിച്ചറിയുക.
Compute 1/(√2 + 1) correct to two decimal places.