what is the total pay for 12 hours of work at a base rate of p per hour plus a temporary raise of $2.50 per hour?
12(p+2.5)
Since he makes p + 2.5 per hour, and he is working for 12 hours, the above is how you would express it as a formula.
Answer:
$ 12(p+2.5)
Step-by-step explanation:
Given: base rate of pay is p per hours plus a temporary raise of $2.50 per hour.
To Find: total pay for 12 hours of work
Solution:
Total hours for which work is done =\(\$\) \(12\) \(\text{hours}\)
base rate of payment = \(\text{p}\) per \(\text{hours}\)
temporary raise = \(\$\) \(\text{2.50 per hour}\)
Total rate of payment = \(\$ (p+2.5)\)
Total pay = \(\text{total time work done}\times\text{total pay rate}\)
putting values
= \(\$\) \(12(\text{p+2.5})\)
therefore,
Total pay for 12 hours of work is \(\$\) \(12(\text{p+2.5})\)