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identify a two-digit dividend that will result in a quotient with a remainder of 1 when the divisor is 4.

Sagot :

The answer is 17 because 17 divided by 4 equals 16 with the remainder of 1

Answer:

Number will be of the form a=4q+1

Example: 13,17,21,......

Step-by-step explanation:

We have been given that we have remainder 1, divisor 4

So, we can take many numbers which is 1 greater than the multiple of 4.

the numbers will be of the type:

a=4q+1

We can use Euclidean division algorithm

a=bq+r

Here, b is 4, q we will consider we will consider q>=3

So, let q=3

We will get

a=4(3)+1=13

Put q=4

a=4(4)+1=17

There are many numbers.



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