Please check these for me! I know this is the final exam, but that's why I'm not trying to fail it!
1. Find the Sum.
-36 + (-24)
1. -60 *
2. -12
3. 12
4. 60
2. Solve the equation.
15= x/4 - 3
1. X = 12
2. X = 18
3. X = 36
4. X = 72 *
3. In a survey of 200 people about a bus company, 77 said they were satisfied with the bus company's performance. What percent of the people were satisfied with the bus company's performance?
1. 23 %
2. 38.5%
3. 61.5%
4. 77% *
Pleaseeeeeee 🙏 help!
#1 & #2 are correct but #3 is wrong. you have to do 77/200*100. 77/200 is 0.385 and 0.385*100 is 38.5.
1. -60
2. x = 72
3. 38.5%
4.-1 1/12
5. 23
6.390
7.20.25 yards
8.The product of 5 and the sum of a number 2
9. $90.30
10. -1 1/48
11. 0.36, 1/3, -028, -2/5
12. 13
13. x <6
14. 60 ounces
15. 2.86 x 10 7
16. -9
17. 1.6
18. 113.75 minutes
19. x=12
20. 1 10/39
recheck #3
I'll give the rest of the correct answers in a minute busy right now
Thank me later you magnificent creatures
Sure! Let's go through each question step by step and find the correct answers.
1. Find the sum: -36 + (-24)
To find the sum, we just need to add the two numbers together. In this case, we add -36 and -24:
-36 + (-24) = -60
So, the correct answer is 1. -60.
2. Solve the equation: 15 = x/4 - 3
To solve this equation for x, we need to isolate x on one side of the equation. Let's start by adding 3 to both sides of the equation to get rid of the -3 term:
15 + 3 = x/4
18 = x/4
Next, we multiply both sides of the equation by 4 to eliminate the fraction:
4 * 18 = x
72 = x
So, the correct answer is 4. x = 72.
3. In a survey of 200 people about a bus company, 77 said they were satisfied with the bus company's performance. What percent of the people were satisfied with the bus company's performance?
To find the percent of people satisfied, we need to divide the number of people satisfied (77) by the total number of people surveyed (200), and then multiply by 100 to get the percentage:
(77/200) * 100 = 38.5%
So, the correct answer is 2. 38.5%.
I hope this helps! Let me know if you have any further questions. Good luck on your final exam!