Question

the difference obtained by subtracting 11 from another number

Answer 1

The difference obtained by subtracting 11 from another number is $\boxed{\mathrm{(another\;number - 11)}}$.

Step-by-step explanation:

Let the number be x. Then when we subtract 11 from it, the result is (x - 11). This is the required difference.

Let us consider numbers to check the differences.

• When the number is 11, the difference is (11 - 11) = 0.

• When the number is 12, the difference is (12 - 11) = 1.

• When the number is 30, the difference is (30 - 11) = 19.

• When the number is 159, the difference is (159 - 11) = 148.

Answer 2

The difference obtained by subtracting 11 from another number will be ( given number - 11).

Given,

11 is subtracted from another number.

To find,

The difference obtained by subtracting 11 from another number.

Solution,

The difference obtained by subtracting 11 from another number will be ( given number - 11).

We can easily solve this problem by following the given steps.

Let's take "another number" to be x. So, the difference will

be (x-11). (Note that x can stand for any number.)

Let's understand this concept using some examples.

1) Let's take the number 22. We have to obtain the difference by subtracting 11 from this number.

So, the difference will be (22-11) which is 11.

2) Let's take another number to be 9. We have to obtain the difference by subtracting 11 from this number.

So, the difference will be (9-11) that is -2.

(Because if we subtract a larger digit from the smaller digit then the difference is written with the sign of minus but the subtraction is done by following the usual method.)

Hence, the difference obtained is (another number - 11).