So, I'm just going to go ahead and answer this question (Even though the question isn't quite defined):
Assuming that we want to know his usual pay, we can represent his pay with the variable 'p':
32p + 4(1.3p) = 531.96
32p + 5.2p = 531.96
37.2p = 531.96
p = 14.3
Knowing this, we can multiply his usual pay by 1.3 to find his overtime pay:
14.3 * 1.3 = 18.59
Julio's normal pay is $14.30 an hour, and his pay after 32 hours of workingis $18.59.
If this wasn't the answer you were looking for, tell me and I'll fix it.
Have a nice one!
Answer:
6.2 is the difference
Step-by-step explanation:
1 Divide 32 by 8
2 multiply 2 by 16
( im not sure how to explain sorry )
Answer:
D - No, the ordered pair (4,9) is a solution to this problem.
Step-by-step explanation:
If you plotted the number of snacks as the x-axis, and then the total cost of the snacks on the y-axis, you would be able to graph a line and see the cost of snacks based on the number purchased. If you were going to write an equation for this, it would be y=2.25x (or y = 2 1/4 x)
In this case, as each snack is the same price, the y-values for each x would be as such: (1, 2.25) <- one snack, $2.25;
(2, 4.5)
(3, 6.75)
(4, 9)
So that is why the ordered pair of (4,9) would be a solution to this problem.
Hope that makes sense!
