Bradley does lawn work on the weekends. He charges $12 per lawn and $5 per hour to trim bushes. Which expression represents the total amount of money he will earn if
he mows 2 lawns and trims bushes for “h” hours?
A. 12 + 2 + 5 + h
B. 2h + 5 × 12
C. 2 × 12 + h
D. 2 × 12 + 5h

SHOW YOUR WORK PLZ

The answer would be 'D'. 2 x 12 + 5h

Step-by-step explanation:

In this case, you know that Bradley mows two lawns and for every lawn, he charges $12. If you were not given the number of lawns mowed, you would've had something like 12x with 12 representing the charge for every lawn mowed and x representing the actual amount of lawns mowed. However, since you were given the amount of lawned mowed (2) you can put 12(2) or 12 x 2 instead of 12x.

With this, you can eliminate every answer that does not include 12 x2 or 2 x 12. (You can eliminate answers A and B)

Now for the number of hours for the bushes trimmed. The same rules apply to this.

The variable (h) would be included here since we were not given the information on how many hours it took. 5 represents the amount that he charges for every hour and h is the unknown amount. However, if we were also given the info for this like let's say 3 hours, it would be 5(3) instead of 5x. But that's a different story.

So with this let's combine the two terms. You have 2 x 12 and 5h so, in the end, you have: 2 × 12 + 5h

I hope my explanation wasn't too confusing. I tried my best to put it in simple terms

since proposition states that a number is greater than 25, if is true then the number must actually be greater than 25.

this implies that all possible options, except 24, can be accepted

the answer is b.)

< 1=< 2