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How to Solve Snack Box Word Problems | FPB / GCF Math Tutorial

Description:
Master the Greatest Common Factor (FPB) with this real-world example! In this video, we help Bu Tania figure out how to pack three different types of cakes into identical boxes.

The Math Challenge:
Bu Tania has:

360 Sponge Cakes (Kue Bolu)

420 Layer Cakes (Kue Lapis)

540 Donuts (Kue Donat)

She wants to put them into the maximum number of boxes so that each box has the same amount of each cake.

Step-by-Step Solution:

1. Find the Maximum Number of Boxes (FPB / GCF)
We calculate the FPB of 360, 420, and 540:

Factors of 360: (60 * 6)

Factors of 420: (60 * 7)

Factors of 540: (60 * 9)

The Greatest Common Factor (FPB) is 60.

(Statement 3: "Paling banyak 60 kotak" is CORRECT/Sesuai).

2. Calculate Cakes per Box
Divide each total by the number of boxes (60):

Sponge Cakes: 360 / 60 = 6 cakes

Layer Cakes: 420 / 60 = 7 cakes

Donuts: 540 / 60 = 9 cakes

3. Verifying the Statements:

Statement 1: "6 Sponge cakes and 8 Layer cakes." (Calculation: 360/60=6, 420/60=7). This is INCORRECT/Tidak Sesuai.

Statement 2: "6 Sponge cakes and 9 Donuts." (Calculation: 360/60=6, 540/60=9). This is CORRECT/Sesuai.

Final Answer Summary:
Statement 2 and 3 are correct, while Statement 1 is incorrect.

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