To solve the food one you need to first multiply the pounds of peaches by the amount per pound (1.75 * 18.4) then when you have the total of that, add 2.89 for the price of the pineapple. Once that is complete you should have a total amount for all of the food, next you just divide that number by 4 and you'll have the amount of money each person paid.
As for the other question, to solve it all you need to do is add the total amount of pounds of trash team A has collected for both week 1, 2 and 3, then multiply it by 3 and you'll have your answer.
Answer: 8 is G, 9 is B, 10 is H (unless you want to get there 15 min. Early, then it would be F.), And 12 is F
Step-by-step explanation: 8-you just subtract 6:55 from 11:07, to get 4hr. And 12min. 9-you subtract each departure time from the arrival time, and whichever one is longest is the answer. 10-you have to add
1/2 and 1/4 to get 3/4 and 1/4 out of 60 is 15, so 3/4 out of 60 should be 45. So you then add 45 to the time you want to leave, and look down at the bus departure time, and figure out which time would equal the departure time, showing you when you have to leave. 12-The most appropriate measuring tool for a butterfly would be a n inch be wise butterfly and only about one or two inches,and there are 12 inches in a foot, and 3 feet in a yard, and 5,000 some feet in a mile, so an inch is the only one that could measure it properly.
would
I hope this helped
Answer:
87
Step-by-step explanation:
Because your to short
The answer is 7x + 3
First, you have 3x-1 + 2x+1
Combine like terms and the 1’s cancel each other out. You are left with 5x.
Then, you add x+2 + x+1
Combine like terms and you have 2x+3
Add 5x + 2x+3 and you have 7x +3
I’m bad at explaining, so here are the steps.
If the x's repeat, then it is NOT a function.
For problem 2:
(3,5) and (6,5) actually don't cause a problem for us. Repeating y's in okay! So yes, this relation can be a function.
For problem 3:
(2,5) and (2,9) uh oh! We have x=2 being mapped to two different locations. Bad bad bad. This is NOT a function.