Question

Alice earned $12 per hour. What equation shows the relationship between her

Answer 1

The equation shows the relationship between her  weekly salary (w), hours per week (h), and rate per hour (r) is:

$w = h \times r$

Solution:

Given that,

Alice earned $12 per hour

1 hour = $ 12

Find the number of hours in 1 week

1 day = 24 hours

1 week = 7 days

Therefore,

1 week = 7 x 24 = 168 hours

Let "h" be the hours per week

let "r" be the rate per hour

Let "w" be the rate per hour

From given,

r = $ 12

h = 168 hours

weekly salary = hours per week x rate per hour

$w = h \times r$

$w = 168 \times 12\\\\w = 2016$

Thus, she earns $ 2016 for 1 week

Answer 2

Answer:The equation shows the relationship between her  weekly salary (w), hours per week (h), and rate per hour (r) is:

explnation: Given that,

Alice earned $12 per hour

1 hour = $ 12

Find the number of hours in 1 week

1 day = 24 hours

1 week = 7 days

Therefore,

1 week = 7 x 24 = 168 hours

Let "h" be the hours per week

let "r" be the rate per hour

Let "w" be the rate per hour

From given,

r = $ 12

h = 168 hours

weekly salary = hours per week x rate per hour

Thus, she earns $ 2016 for 1 week

Explanation: