Explanation:
In this problem, it is given that, the number shown by the calculator is 0.6222....
(a) We need to find the number as a fraction
Let x = 0.6222.... ...(1)(it is a recurring decimal at the digit '2')
Muliply both sides of equation (1) by 10.
10x=0.6222.. × 10
10x = 6.222..
Multiply both sides of equation (1) by 100.
100x = 0.6222.. × 100
100x = 62.222.. ...(2)
Subtract equation (2) by (1).
100x-10x = 62.2222... - 6.2222...
90x=56
x=(56/90)
⇒

This is the required fractional form of the given no i.e. "28/45"
(b) The fraction has 28 at numerator and 45 at denominator. Numerator shows the part of a denominator.
It would mean that 28 students vote for Brianna.