37. The number x is exactly divisible by 5 and theremainder obtained on dividing the number y by 5is 1. What remainder will be obtained when (x +y) is divided by 5?(a) (b) 1 (c)2(d) 3 About the author Bella
Answer: Let x/5 = p and let y when divided by 5 gives q as quotient and 1 as remainder. Then, y = 5q + 1 Now x = 5p and y = 5q + 1 ∴ x + y = 5p + 5q + 1 = 5(p + q) + 1 So, required remainder = 1 Step-by-step explanation: so the answer is 1 Reply
Answer:
Let x/5 = p and let y when divided by 5 gives q as quotient and 1 as remainder.
Then, y = 5q + 1
Now x = 5p and y = 5q + 1
∴ x + y = 5p + 5q + 1 = 5(p + q) + 1
So, required remainder = 1
Step-by-step explanation:
so the answer is 1
Answer:
option b) 1 is the answer of the question