Question

Mrs. Jacobson wants to order toy instruments to give as prizes to her music students. The table shows the prices for various order sizes.
25 Items 50 Items 80 Items
Whistles: [21.25] [36.00] [60.00]
Kazoos: [10.00] [18.50] [27.20]
a. What is the difference between the highest until price for whistles and the lowest
unit price for whistles?
b. What is the highest unit price per kazoo?
c. If Mrs. Jacobsen wants to buy the item with the lowest unit price, what item should
she order and how many of that item should she order?

Answer 1

First let as solve all unit pirce
whistles 21.25 / 25 = $ 0.85 per unit
36 / 50 = $ 0.72 per unit
60 / 80 = $ 0.75 per unit
kazoos
10 / 25 = $ 0.4 per unit
18.50 / 50 = $ 0.37 per unit
27.20 / 80 = $ 0.34 per unit
a.) $ 0.85 - $ 0.72 = $ 0.13
b.) 10 / 25 = $ 0.4 per unit
c.) he must order 80 kazoos she should
order

Answer 2

Answer:

first let as solve all unit price

whistles 21.25 / 25 = $ 0.85 per unit

36 / 50 = $ 0.72 per unit

60 / 80 = $ 0.75 per unit

kazoos

10 / 25 = $ 0.4 per unit

18.50 / 50 = $ 0.37 per unit

27.20 / 80 = $ 0.34 per unit

a.) $ 0.85 - $ 0.72 = $ 0.13

b.) 10 / 25 = $ 0.4 per unit

c.) he must order 80 kazoos she should order

Step-by-step explanation: