Math, asked by Mhasini, 1 year ago

If (1+a) (1+b) is divided by b+1 then remainder is
1) 1+a
2) 1+b
3) 0
4) (a+1) (b+1)​

Answers

Answered by nischief
0

Answer:

1) 1 + a

Step-by-step explanation:

If we divide the dividend by the divisor b+1 cancels out

Answered by sk940178
2

Answer:

(3) 0

Step-by-step explanation:

We have to determine the reminder if (1+a)(1+b) is divided by (b+1).

It is clear that (1+a)(1+b) has a factor (1+b).

Hence, (1+a)(1+b) is divisible by (1+b) and the quotient of this division is (1+a).

Therefore, the remainder of this division of (1+a)(1+b) by (1+b) will be 0.

So, option (3) will be correct. (Answer)

{Note: If a number is divisible by another number then the division will always have 0 remainders.}

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