1.

5h – 9 = –16 + 6h (1 point)

4
–7
7
10

2.
4x + 4 = 9x – 36 (1 point)

–8
–7
8
–3

3.
Which of the following equations has an infinite number of solutions? (1 point)

3x – 3 = –4x
2y + 4 – y = 16
7x + 5 = 4x + 5 + 3x
6y – 2 = 2(y – 1)

5.
Write an inequality for the word sentence: k is less than zero. (1 point)

k > 0
k ≥ 0
k < 0
k ≤ 0

Solve the inequality.
6.
q – 12 ≥ –13 (1 point)

q ≥ 1
q ≥ –1
q ≥ 25
q ≥ –25

7.
12p < 96 (1 point)

p < 8
p < 108
p < 84
p < –8

8.
g/–5 < –18 (1 point)

g < –23
g > –90
g > 90
g < 90

9.
The result of 6 subtracted from a number n is at least 2. What numbers are solutions? (1 point)

n – 2 > 6; n > 8
n – 6 ≥ 2; n ≥ 8
n + 6 ≥ 2; n ≤ 4
n + 6 ≥ 2; n ≥ 4

You have $59.95 in your wallet and want to buy some new CDs. If the CDs are $11.99 each, what number of CDs, x, can you buy? Write and solve an inequality.

My answers:
1. 7
2. 8
3. 7x + 5 = 4x + 5 + 3x
5. k < 0
6. q ≥ –1
7. p < 8
8. g > –90
9. n – 6 ≥ 2; n ≥ 8
10. ???????

The first two are right.

What about the others?

they all right

10 I don't know

1. C

2. C
3. C
4. B
5. C
6. B
7. A
8. C
9. B
100% promised

To solve the inequality, we need to determine the maximum number of CDs you can buy with $59.95.

Let's assume you can buy x number of CDs. Each CD costs $11.99, so the total cost of x CDs would be 11.99x.

We want the total cost of the CDs to be less than or equal to the amount of money you have, which is $59.95.

So, we can set up the inequality: 11.99x ≤ 59.95.

To solve this inequality, divide both sides by 11.99:
x ≤ 59.95 / 11.99.

Calculating this, we get: x ≤ 4.999.

Since you cannot buy a fractional number of CDs, you can conclude that the maximum number of CDs you can buy is 4.

Therefore, the answer to question 10 is: x ≤ 4.

Helping you is not right here are the correct answers for the 5.5 quiz

1.a
2.a
3.b
4.d
5.a
6.d
7.d
8.c
9.d