Question

Nina shops at two different stores, Fran’s Foods and Diane’s Deli. She compares the prices in the two stores to determine which one has the better buy on the items she needs. Use the table to select the correct answers for Blank A, Blank B, and Blank C.

Answer 1

Answer:

Blank A : Fran's food

Blank B : Diane's Deli

Blank C : Fran's food

Step-by-step explanation:

Nina shops at two different stores Fran's Foods and Diane's Deli.

comparison of prices of items on both stores :

Price of cereal at Fran's food :

∵ The price of $16\frac{2}{3}$ or $\frac{50}{3}$ ounces cereal = $3.36

∴ The price of 1 ounce cereal = $\frac{3.36}{\frac{50}{3}}$

                                                 = $\frac{3.36\times 3}{50}$

                                                 = $0.2016

Price of cereal at Diane's Deli :

∵ The price of $24\frac{3}{5}$ or $\frac{123}{5}$ ounces of cereal = $5.52

∴ the price of 1 ounce of cereal = $\frac{5.52}{\frac{123}{5}}$

                                                    = $\frac{5.52\times 5}{123}$

                                                    = $0.2244

For cereal Fran's food is better buy

Price of Apple sauce at Fran's food :

∵ the price of $10\frac{1}{5}$ or $\frac{51}{5}$ ounces apple sauce = $3.80

∴ the price of 1 ounce apple sauce = $\frac{3.80}{\frac{51}{5} }$

                                                          = $\frac{3.80\times 5}{51}$

                                                          = $0.3725

Price of apple sauce at Diane's Deli :

∵ the price of $4\frac{2}{7}$ or $\frac{30}{7}$ ounces apple sauce = $0.86

∴ the price of 1 ounce apple sauce = $\frac{0.86}{\frac{30}{7} }$

                                                          = $\frac{0.86\times 7}{30}$

                                                          = $0.2006

For apple sauce Diane's Deli is better buy

Price of soup at Fran's food :

∵ the price of $16\frac{1}{2}$ or $\frac{33}{2}$ ounces soup = $1.99

∴ the price of 1 ounce soup = $\frac{1.99}{\frac{33}{2} }$

                                                          = $\frac{1.99\times 2}{33}$

                                                          = $0.1206

Price of soup at Diane's Deli :

∵ the price of $24\frac{3}{4}$ or $\frac{99}{4}$ ounces soup = $3.99

∴ the price of 1 ounce soup = $\frac{3.99}{\frac{99}{4} }$

                                              = $\frac{3.99\times 4}{99}$

                                             = $0.1612

For soup Fran's food is better buy          

Answer 2

Answer:

Blank A: The better buy is Fran's

Blank B: The better buy is Diane's

Blank C: The better buy is Fran's

Step-by-step explanation:

* Lets explain how to solve the problem

- The better buy is the cheapest price

# Blank A

∵ The Fran's foods price is $3.36 for 16 2/3 ounces

∴ The price of each ounce = 3.36 ÷ 16 2/3 = $0.2016

∵ The Diane's Deli price is $5.52 for 24 3/5 ounces

∴ The price of each ounce = 5.52 ÷ 24 3/5 = $0.2244

∵ The price per ounce in Fran’s Foods store less than Diane’s Deli

∴ The better buy is Fran's

# Blank B

∵ The Fran's foods price is $3.80 for 10 1/5 ounces

∴ The price of each ounce = 3.80 ÷ 10 1/5 = $0.3725

∵ The Diane's Deli price is $0.86 for 4 2/7 ounces

∴ The price of each ounce = 0.86 ÷ 4 2/7 = $0.2007

∵ The price per ounce in Diane’s Deli store less than Fran’s Foods

∴ The better buy is Diane's

# Blank C

∵ The Fran's foods price is $1.99 for 16 1/2 ounces

∴ The price of each ounce = 1.99 ÷ 16 1/2 = $0.1206

∵ The Diane's Deli price is $3.99 for 4 2/7 ounces

∴ The price of each ounce = 3.99 ÷ 24 3/4 = $0.1612

∴  The price per ounce in Fran’s Foods store less than Diane’s Deli

∴ The better buy is Fran's