What is a negative plus a negative?

Question

Negative numbers cancel each other out.

Answer 1

Students must adhere to particular rules when executing mathematical operations.

1. Negative numbers are defined as integers less than zero.

Key Rules for Negative Numbers:

Addition:

A negative plus a negative is always a negative. When adding two negative numbers, you combine the absolute values of the numbers and keep the negative sign.

For example 1:

-6 + (-7) = -13

Negative and positive:

When adding a negative and a positive, you subtract the smaller absolute value from the larger one and use the sign of the number with the larger absolute value.

For example 2:

- 45 + 15 = -30

For example 3:

25 + (-5) = 20

I hope the mathematical calculations (step by step approach) was helpful. Please let me know if you require any more assistance. If anyone in my neighborhood is interested in setting up an in-person math tutoring session. I look forward to hearing from them. Have an amazing day. Doris H.

Answer 2

A negative plus a negative still equals a negative number. Don't be tricked by the addition sign. The "+" tells you that you are adding a negative quantity (amount) of something to a quantity (amount) that is already negative.

Think of negative numbers instead as something you don't have or something you owe. Let's say you eat your friend's cookie, and he tells you have -1 cookies for eating his cookie. This means you owe him one cookie. If you eat another one of your friend's cookies, you have -2 cookies, so you owe him to 2 cookies now. You are adding -1 to another -1 or in other word -1 + (-1) = -2.

I believe your misconception of negative numbers cancelling out comes from the multipliable property of negative numbers, where -1 times -1 equals +1.

Answer 3

A negative (-) plus (+) a negative (-) equals (=) a positive.

Ex: -9 + -9 = 18

Answer 4

Hello, thank you for taking the time to post your question!

If you’re adding two negative values together you will always end up with a value that is even more negative. You move further away from 0 in the negative direction when a negative is added to a negative.

Hopefully that gets you moving in the right direction! Feel free to reach out for a lesson if you have any questions beyond that! :)

Answer 5

I like to think of this question in terms of debt. Imagine that you owe $5 to someone. You are -5 in debt to them. Now imagine that you borrow $10 more dollars. You have added 10 to your debt. Now you are -15 in debt. So, when you add a negative number to a negative number, you add the numbers and keep the negative sign.

Answer 6

A negative number plus a negative number is equal to an even more negative number. To demonstrate this:

Let us take two number: (-7) and (-8)

Let us add these numbers now:

(-7) + (-8) =

Remember:

Multiplication of signs:

(+) x (+) = +

(-) x (-) = +

(-) x (+) = -

(+) x (-) = -

Looking at our example:

(-7) +(-8) =(-15)

Answer 7

I like to use the visual tool of a number line- You have 3 "signals" that will help you solve this problem.

-1 + (-1)

First signal: The number on the left (-1) tells you where to start.

Second Signal: do the signs in middle match or not? In -1 +(-1), the signs don't match, so you are going to travel in the negative (left) direction.

Third signal- The second number tells you how far you are traveling- 1 space.

So, start at -1, go left one space, you end up at negative 2.

When you are MULTIPLYING two negative numbers, the negatives cancel out and you get a positive product.