Khorwen2107idn
Answered

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Solve the following problem using the concept of GCF

1. Ellaine has a rectangular gift wrapper that measure 30 cm by 25 cm. She wants to cut it into square sheets of same size to be used in her album. What is the possible measure of a square sheet side which will not have a leftover?

2. Reina has 40 pieces of bananas, 48 pieces of atis and 36 pieces of chicos. She wants to put them equally in the plastic bag. How many possible number of each fruit will be placed in the plastic bag? *​

Sagot :

Solemn12idn

Answer:

1.5 sqcm.

2.4 fruits each plastic bags

Davexxidn

Questions:

1. Ellaine has a rectangular gift wrapper that measure 30 cm by 25 cm. She wants to cut it into square sheets of same size to be used in her album. What is the possible measure of a square sheet side which will not have a leftover?

2. Reina has 40 pieces of bananas, 48 pieces of atis and 36 pieces of chicos. She wants to put them equally in the plastic bag. How many possible number of each fruit will be placed in the plastic bag? *​

PROBLEM:

Number 1

• The possible measure of a square sheet side which will not have a leftover.

__________________________________________________________

GIVEN:

 

(30Cm)   By   (25Cm)

__________________________________________________________

SOLUTION:

.30= 5×6  

.25= 5×5

.5×6= 30

.5×5= 25

__________________________________________________________

Answer:

The Greatest Common Factor is (5).

Therefore, the possible measure of a square sheet side which will not have a leftover is 5cm.

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