One worker earns $114 in 3 weeks. How much would worker 2 be paid for 4 weeks of work if they earned a proportional pay rate?

Question

(1 point)

$152
$152

$342
$342

$118
$118

$38

Answer 1

To find out the pay for worker 2 for 4 weeks of work, we can set up a proportion using the pay rates for worker 1 and worker 2.

The pay rate for worker 1 is $114 for 3 weeks, so their pay rate per week is 114/3 = $38.

If worker 2 earns a proportional pay rate, then their pay rate per week would be the same as worker 1's, $38.

To find out worker 2's pay for 4 weeks, we can multiply their pay rate per week by the number of weeks:
38 x 4 = $<<38*4=152>>152.

Therefore, worker 2 would be paid $152 for 4 weeks of work. Hence, the correct answer is $152.

Answer 2

Yesterday, in 24 hours, Jon walked 4,800 steps. How many steps did he walk per hour?



(1 point)

.005 steps per hour
.005 steps per hour

500 steps per hour
500 steps per hour

.020 steps per hour
.020 steps per hour

200 steps per hour

Answer 3

To find out how many steps Jon walked per hour, we need to divide the total number of steps by the number of hours.

Jon walked 4,800 steps in 24 hours.

Dividing 4,800 by 24, we get:

4,800 / 24 = 200 steps per hour.

Therefore, Jon walked 200 steps per hour. Hence, the correct answer is 200 steps per hour.

Answer 4

Yesterday, in 24 hours, Jon walked 4,800 steps. How many steps did he walk in 8 hours?



(1 point)

.04 steps per 8 hours
.04 steps per 8 hours

4000 steps per 8 hours
4000 steps per 8 hours

16 steps per 8 hours
16 steps per 8 hours

1600 steps per 8 hours

Answer 5

To find out how many steps Jon walked in 8 hours, we can set up a proportion.

In 24 hours, Jon walked 4800 steps.
So, in 1 hour, he walked 4800/24 = 200 steps.

Now, we can set up a proportion to find out how many steps he walked in 8 hours.

1 hour -> 200 steps
8 hours -> x steps

Using cross multiplication, we get:
1 * x = 200 * 8
x = 1600

Therefore, Jon walked 1600 steps in 8 hours. Hence, the correct answer is 1600 steps per 8 hours.

Answer 6

If there are 40 fluid ounces are in 5 cups? There are 8 fluid ounces in one cup.(1 point)

True
True

False

Answer 7

False

Answer 8

Select all statements below which are true



(1 point)

Ratios and proportions compare items with the same labels.
Ratios and proportions compare items with the same labels.

Ratios and proportions compare items with different labels.
Ratios and proportions compare items with different labels.

Ratios express the relationship between two or more items.
Ratios express the relationship between two or more items.

Ratios express the relationship between only one item.
Ratios express the relationship between only one item.

Answer 9

Ratios and proportions compare items with the same labels.
Ratios express the relationship between two or more items.