Solving Real-life Problems Involving GCF and LCM of 2 Given

There are 28 white balls and 35 green balls. If the balls will be placed in boxes with the same number, what is the biggest number of balls in a box?

What is asked in the problem?

• The smallest number of balls in a box.

• The greatest number of balls in a box.

• The least number of green balls in a box.

• The greatest number of white balls in a box.

There are 28 white balls and 35 green balls. If the balls will be placed in boxes with the same number, what is the biggest number of balls in a box?

What are the given facts in the problem?

• 28 white balls and 35 green balls

• 35 white balls and 28 green balls

• 48 white balls and 25 green balls

• 38 white balls and 35 green balls

There are 28 white balls and 35 green balls. If the balls will be placed in boxes with the same number, what is the biggest number of balls in a box?

How will you solve the problem?

• By finding the Least Common Factor

• By finding the Greatest Common Factor

• By finding the Least Common Multiple

• By finding the factors

There are 28 white balls and 35 green balls. If the balls will be placed in boxes with the same number, what is the biggest number of balls in a box?

What is the answer to the problem?

• The least number of balls in a box is 7.

• The greatest number of green balls in a box is 7.

• The greatest number of balls in a box is 7.

• The least number of white balls in a box is 5.

Problem for 5-7.

Melinda is going to prepare bouquets of 5 roses and 6 daisies. What will be the smallest number of roses and daisies that she will need for her bouquets?

What are the given facts?

• bouquets of 6 roses and 6 daisies

• bouquets of 6 roses and 5 daisies

• bouquets of 5 roses and 6 daisies

• bouquets of 5 roses and 5 daisies

Melinda is going to prepare bouquets of 5 roses and 6 daisies. What will be the smallest number of roses and daisies that she will need for her bouquets

How will you solve the problem?

• By finding the Least Common Multiple

• By finding the Greatest Multiple

• By finding the Greatest Common Factor

• By finding the factors.

Melinda is going to prepare bouquets of 5 roses and 6 daisies. What will be the smallest number of roses and daisies that she will need for her bouquets?

What is the answer to the problem?

• A. The smallest number of roses and daisies is 30.

• The number or roses and daisies is 20.

• The greatest number of daisies is 30.

• The number of roses is 36.

Problem for 8-10.

Antonia prepared cassava cakes. She wants to pack them in boxes of 6 and 8 pieces. What is the smallest number of pieces of cassava cake that she can pack using the boxes?

What is asked in the problem?

• The smallest number of rice cakes that can be pack in boxes.

• The greatest number of cassava cakes.

• The greatest number of boxes that can be used.

• The smallest number of cassava cakes that she can pack using boxes.

Antonia prepared cassava cakes. She wants to pack them in boxes of 6 and 8 pieces. What is the smallest number of pieces of cassava cake that she can pack using the boxes?

How will you solve the problem?

• By finding the factors.

• By finding the numbers.

• By finding the Least Common Multiple.

• By finding the Greatest Common Factor.

Antonia prepared cassava cakes. She wants to pack them in boxes of 6 and 8 pieces. What is the smallest number of pieces of cassava cake that she can pack using the boxes?

What is the answer to the problem?

• The smallest number of cassava cakes that she can pack using boxes is 42.

• The smallest number of cassava cakes that she can pack using boxes is 48.

• The smallest number of cassava cakes that she can pack using boxes is 36.

• The smallest number of cassava cakes that she can pack using boxes is 54.