Question

Which is a solution of the inequality?
p + 4 – 2(p – 10) > 0
A. 29

B. 26

C. 24

D. 22

Answer 1

im not sure what do do on this question at all

Answer 2

to*

Answer 3

I'd just substitute each evaluate to find the one greater > 0

Answer 4

it can be solved... if needed

Answer 5

i have no i idea how to do that

Answer 6

ok... can you distribute

-2(p - 10)..... what do you get

Answer 7

-2p + 20?

Answer 8

correct so looking at the whole problem you have

p + 4 -2p + 20 > 0

can you collect the like terms..

Answer 9

say what lol

Answer 10

4 -3p + 20> 0?

Answer 11

not quite, it

p - 2p + 4 + 20 > 0

or

-p + 24 > 0

does that make sense?

Answer 12

-3p + 20 > 0?

Answer 13

24*

Answer 14

can you see how I got - p?

Answer 15

im lost

Answer 16

ok... so looking at the terms in p


what is 1 - 2 =

Answer 17

- p + 24 > 0 isnt an answer

Answer 18

thats ok....

so to get all the possible answers subtract 24 from both sides


- p + 24 > 0
- 24 -24

---------------

-p > -24

is that ok..?

Answer 19

now im even more confused sorry

Answer 20

this is like solving an equation but instead of an equals sign, you have >

Answer 21

-24 isnt an anwer

Answer 22

answer*

Answer 23

ok... last step multiply both sides of the inequation by -1 which will reverse the inequality sign

p < 24

find a number in you list that is less than 24

thats the answer..