Fast Food Math Challenge

If you have 67 burgers and 67 fries, how many items do you have in total?

• 67

• 134

• 120

• 100

If you want to distribute 67 pickles equally among 4 friends, how many pickles will each friend get, and how many will be left over?

• 16 each, 3 left over

• 17 each, 0 left over

• 16 each, 1 left over

• 15 each, 2 left over

If you combine all the burgers, fries, pickles, and mcchickens, what is the total number of items?

• 134

• 201

• 268

• 67

If you eat 13 mcchickens from the 67 mcchickens, how many mcchickens are left?

• 54

• 57

• 60

• 50

If you want to make meal sets, each containing 1 burger, 1 fries, 1 pickle, and 1 mcchicken, what is the maximum number of complete meal sets you can make?

• 67

• 134

• 201

• 100

Suppose you want to share all 67 burgers equally among 5 people. How many burgers does each person get, and how many are left over? (Write your answer as "each person gets __ burgers, __ left over.")

• Each gets 13, 2 left over

• Each gets 12, 7 left over

• Each gets 14, 3 left over

• Each gets 15, 1 left over

If you want to create snack packs with only fries and pickles, and each pack must have 2 fries and 3 pickles, what is the maximum number of complete snack packs you can make?

• 22

• 33

• 30

• 67

If you decide to give away half of your fries and a third of your pickles, how many fries and pickles do you give away in total?

• 33 fries and 22 pickles

• 34 fries and 22 pickles

• 33 fries and 21 pickles

• 34 fries and 23 pickles

If you want to arrange all 67 burgers in rows of 8, how many full rows can you make, and how many burgers will be left over?

• 8 rows, 3 left over

• 7 rows, 3 left over

• 8 rows, 2 left over

• 7 rows, 5 left over

If you have 201 items in total (from burgers, fries, pickles, and mcchickens) and you want to split them equally among 6 people, how many items does each person get, and how many are left over?

• 33 each, 3 left over

• 32 each, 5 left over

• 34 each, 1 left over

• 30 each, 6 left over