Question

In this problem, 13 is the dividend, 5 is the divisor, and 2 is the quotient. Now let's take a look at a second example. We will use In this problem we want to figure out how many; there are in 1 3 1 1 6 6​

How many groups of 131166 are there in 1,311,166?

A) 1
B) 10
C) 100
D) 1,000

Answer 1

To determine how many groups of 131,166 fit into 1,311,166, we divide the larger number by 131,166, which results in exactly 10 groups.

Step-by-step explanation:

The question asks how many groups of 131166 are there in 1,311,166. To find out, we simply divide 1,311,166 by 131,166. When we perform this division, we find that there is exactly 10 groups of 131,166 in 1,311,166. Therefore, the correct answer is choice B) 10. This is an example of basic division where the dividend is 1,311,166 and the divisor is 131,166. The quotient, which represents the number of groups of the divisor that fit into the dividend, turns out to be 10.