4.OA.1 & 4.OA.5 Selling Candy

4.OA.1 & 4.OA.5 Selling Candy

Multiple Choice

Sophie and Javier are both selling candy for a school

fundraiser. Sophie’s total amount of money is 7 times

greater. Which set of numbers would complete the table to show the amount of money she has earned for all 7 days selling candy?

• 15, 16, 17, 18,19

• 21, 28, 35, 42, 49

• 18, 21, 24, 27, 30

Multiple Choice

Sophie and Javier are both selling candy for a school

fundraiser. Javier’s total amount of money is $3 more by the day. Which set of numbers would complete the table to show the amount of money he has earned for all 7 days selling candy?

• 6, 7, 8, 9, 10

• 9, 12, 15, 18, 21

• 6, 7, 8, 9, 12,

Multiple Choice

Look at the data for Sophie. How much money would she have after ten days of selling candy? Write an equation with a symbol for the unknown number and solve.

• S70; 10x7=70

• $22; 10+12=22

• $70; 10 days

• $22; 10 days

Multiple Choice

Look at the data for Javier. How much money would he have after ten days of selling candy? Write an equation with a symbol for the unknown number and solve.

• $13; 10+3=13

• $30;10x3=30

• $13; 10 days

• $30; 10 days

Multiple Choice

Select a sentence comparing Sophie and Javier's amounts after ten days of selling candy. Why does one amount increase at a faster rate?

• Sophie's amount increases faster than Javier's, because her amounts are multiplied and Javier's amounts are added.

• 10x7=30

  10x3=70

  70+30=100

  Altogether 100

• 70+13=83

  Sophie's increases faster, because each day she gets 7 more dollars than the day before and Javier gets 3 more dollars than the day before.

4.0A.1 & 4.0A.5

Selling Candy