1. taylor makes $13 per hour at the grocery store. she always works between 10 - 15 hours per week to leave…

1. taylor makes $13 per hour at the grocery store. she always works between 10 - 15 hours per week to leave time for her homework and band practice. her gross wages can be modeled as w(h)=13h, where h is the number of hours worked per week.\na. how much will her gross wages be if she works 12 hours this week?\nb. what is the least she could earn?\nc. what is the most she could earn?

1. taylor makes $13 per hour at the grocery store. she always works between 10 - 15 hours per week to leave time for her homework and band practice. her gross wages can be modeled as w(h)=13h, where h is the number of hours worked per week.\na. how much will her gross wages be if she works 12 hours this week?\nb. what is the least she could earn?\nc. what is the most she could earn?

Answer

Explanation:

Step1: Substitute $h = 12$ into formula

$w(12)=13\times12$ $w(12) = 156$

Step2: Find least - earnings

The least number of hours she works is $h = 10$. $w(10)=13\times10 = 130$

Step3: Find most - earnings

The most number of hours she works is $h = 15$. $w(15)=13\times15=195$

Answer:

a. $156 b. $130 c. $195