Home » If 3x(^o) 4(mod 5), find the least value of x

If 3x(^o) 4(mod 5), find the least value of x

If 3x(^o) 4(mod 5), find the least value of x

  • A.
    1
  • B.
    2
  • C.
    3
  • D.
    4
Correct Answer: Option C
Explanation

3x (equiv) 4(mod 5)

In modulo 5, multiples of 5 that give solution to the given equation are 5, 20, 35, 50,… but 5 will yield the leaast value of x.

Thus; 3x = 4 + 5 = 9

x = (frac{9}{3})

x = 3