So, you’ve been asked to solve a problem that looks something like this:

What is the factor of 100b2 – 144a4?

While this may seem like an impossible question at first, with the right tools and strategies you can solve it in no time! In this article, we’re going to show you how to use a mathematical calculator and some basic algebra to get the answer. So, armed with these tools, put on your detective hat and get solving!

## Which of the following shows a factor of 100b– 144a4?

The answer to this question is -2.

This problem can be solved using the quadratic equation:

x=-2

y=-4

z=-8

## A. 1

Since 1 > b, the answer is a.

## B. 2

Which of the following shows a factor of b – a?

The number 2 shows a factor of b – a because it is the result of multiplying two numbers together.

## C. 3

Which of the following shows a factor of b – a?

Option A: x = 3

Option B: y = –3

Option C: x = –3

Option A shows a factor of b – a because x = 3.

## D. 4

Which of the following shows a factor of b – a?

A. 3

B. 5

C. 8

D. 10

## Which of the following shows a factor of 10b– 10b4?

Which of the following shows a factor of 10b– 10b4?

The answer is 5.

## A. 1

Which of the following shows a factor of b – a?

1. A is factors of 5 and 3

2. A is factors of 2 and 1

3. A is factors of 4 and 3

3. A is factors of 4 and 3

## B. 2

Which of the following shows a factor of b – a?

A. 3

B. 5

C. 8

D. 10

C. 8

## C. 3

Which of the following shows a factor of b – a?

The answer is C. 3.

The factor of 3 appears in this problem because the numbers shown are multiples of 3. For instance, 6, 12, and 18 all show a factor of 3.

## D. 4

Which of the following shows a factor of b – a?

A. The product of 3 and 4 is 6

B. The product of 9 and 10 is 13

C. 9 is the product of 3 and 4

D. The product of 5 and 6 is 11

## FAQ

Question: Which of the following shows a factor of b – a?

The answer to this question is B – a. The factor of b – a is when one multiplied by another number creates a new number that is twice the original number. In this case, multiplying by 5 shows that the new number is 10.

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