Following quiz provides Multiple Choice Questions (MCQs) related to Computing Unit Prices to Find the Better Buy. You will have to read all the given answers and click over the correct answer. If you are not sure about the answer then you can check the answer using Show Answer button. You can use Next Quiz button to check new set of questions in the quiz.
Step 1:
Unit price of chicken nuggets = $$\frac{37.40}{5}$ = $$7.48$
Unit price of chicken fingers = $$\frac{28.48}{4}$ = $$7.12$
Step 2:
As $$7.12$ < $$7.48$, chicken fingers have the cheaper unit price.
Step 1:
Unit price of scarves in January = $$\frac{14.70}{3}$ = $$4.90$
Unit price of scarves in March = $$\frac{23.90}{5}$ = $$4.78$
Step 2:
As $$4.78$ < $$4.90$, scarves have cheaper unit price in March.
Step 1:
Unit price of ‘A’ seeds = $$\frac{161.40}{6}$ = $$26.90$
Unit price of ‘B’ seeds = $$\frac{129.75}{5}$ = $$25.95$
Step 2:
As $$25.95$ < $$26.90$, ‘B’ seeds have cheaper unit price.
Step 1:
Unit price of vendor 1 books = $$\frac{39.20}{4}$ = $$9.80$
Unit price of vendor 2 books = $$\frac{52.98}{6}$ = $$8.83$
Step 2:
As $$9.80$ > $$8.83$, unit price of vendor 1 books is higher.
Step 1:
Unit price of brand P chips = $$\frac{19.50}{5}$ = $$3.90$
Unit price of brand Q chips = $$\frac{13.05}{3}$ = $$4.35$
Step 2:
Since $$3.90$ < $$4.35$, brand P chips have a cheaper unit price.
Step 1:
Unit price of white chairs = $$\frac{142.94}{7}$ = $$20.42$
Unit price of black chairs = $$\frac{101.90}{5}$ = $$20.38$
Step 2:
As $$20.38$ < $$20.42$, black chairs have a lower unit price.
Step 1:
Unit price of pork = $$\frac{7.34}{2}$ = $$3.67$ per pound
Unit price of chicken = $$\frac{6.75}{5}$ = $$1.35$ per pound.
Step 2:
As $$3.67$ > $$1.35$, unit price of pork is higher.
Step 1:
Unit price charged by ice company = $$\frac{5.67}{7}$ = $$0.81$.
Unit price charged by store = $$\frac{5.46}{6}$ = $$0.91$
Step 2:
Since $$0.81$ < $$0.91$, ice company purchase is the better buy.
Step 1:
Unit price of brand A shoes = $$\frac{21.90}{2}$ = $$10.95$
Unit price of brand B shoes = $$\frac{33.45}{3}$ = $$11.15$
Step 2:
Since $$10.95$ < $$11.15$, brand A shoes are a better buy.
Step 1:
Unit price of large lollipops = $$\frac{7.68}{3}$ = $$2.56$
Unit price of bubblegum = $$\frac{4.86}{2}$ = $$2.43$
Step 2:
Since $$2.43$ < $$2.56$, pack of bubble gum is a better buy.