Q Three natural numbers x,y,z leave remaiders 18,21,20 respectively divided by 23. Find the remainder when x+y+z is divided by 23.
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13
Step-by-step explanation:
remainders are 18 ,21 ,20 if divided by 23
number = quotient × divisor + remainder
let quotient =1
than numbers x= 23+18=41
y= 23+21= 44
z= 23+20 = 43
sum of numbers = 41+44+43 = 128
128/23= 13 remainder
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