Question

will give medal and fan
-9 • (-15)

Answer 1

Just use a calculator, if you don't have one then it's 135.

Answer 2

-135 or just 135?

Answer 3

Just 135, DM me if you got it wrong.

Answer 4

positive
if the signs are both the same, then it will always be positive

Answer 5

Agreed. @cb203

Answer 6

help with a few more?

Answer 7

- X - = +

Answer 8

Sure

Answer 9

What is the sign of the product?


(.02)(-8.1)(-5.3)(2.1)(-0.8)

A. positive
B. negative

Answer 10

will be negative, because there is one more negative sign then positive

Answer 11

*than

Answer 12

answer is 135

Answer 13

It pos

Answer 14

pos or negative???

Answer 15

Anymore you would like to ask us? @Xvwr

Answer 16

just a sec. lemme double check my work

Answer 17

Positive. @Xvwr

Answer 18

sec one is neg

Answer 19

it's definitely negative

Answer 20

pos

Answer 21

the second one

Answer 22

1st one is positive.

Answer 23

Find the mean of this set of numbers.
8, -6, -12, 5, 15, 2

A. 2
B. 8
C. 48
D. 12

Answer 24

agree @cb203

Answer 25

1st is positive, 2nd is negative

Answer 26

Since the second one is positive numbers then negative numbers after, it's negative.

Answer 27

agree

Answer 28

there is only one

Answer 29

Ok, do you know the rules for adding negatives and positives?

Answer 30

Agreed. @cb203

Answer 31

Mean is 2

Answer 32

Find the mean of this set of numbers.
8, -6, -12, 5, 15, 2

A. 2
B. 8
C. 48
D. 12

Answer 33

When adding two negative numbers, the sign stays the same. So add -6 and -12. That will get you -18. Then add the rest together to get 30

Answer 34

A.

Answer 35

Now, when you are adding a positive integer and a negative integer, you actually subtract and take the sign of the number with the larger absolute value. So 30-18=12

Answer 36

It's going to be a positive 12, because 30 (which is also positive) has the larger absolute value). Then you divide 12 by 6, and get 2

Answer 37

Sorry, I figured I should explain

Answer 38

What is the value of this expression when p = -36 and q = 3?


\frac{p}{2q}