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Use the diagram to complete the sums. 4. At the party I had 1/8 of the cake and my friend had 3/8. How much cake did we have altogether? Make a drawing to show your answer.
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15 stepshere are the solutions to the problems:
3. Use the diagram to complete the sums.
Part a· 1 step
Add the numerators since the denominators are the same.
The answer is .
Part b· 1 step
Add the numerators since the denominators are the same.
The answer is .
Part c· 1 step
Add the numerators since the denominators are the same.
The answer is .
Part d· 2 steps
Add the numerators since the denominators are the same.
Simplify the fraction.
The answer is .
Part e· 1 step
Add the numerators since the denominators are the same.
The answer is .
Part f· 2 steps
Add the numerators since the denominators are the same.
Simplify the fraction.
The answer is .
Part g· 1 step
Add the numerators since the denominators are the same.
The answer is .
Part h· 2 steps
Add the numerators since the denominators are the same.
Simplify the fraction.
The answer is .
Part h(i)· 4 steps
Add the numerators since the denominators are the same.
The answer is .
4. At the party I had of the cake and my friend had . How much cake did we have altogether? Make a drawing to show your answer.
Add the fractions to find the total amount of cake.
Simplify the fraction.
We had of the cake altogether.
Drawing to show the answer
Imagine a rectangular cake divided into 8 equal slices.
- Shade 1 slice to represent the you had.
- Shade 3 more slices to represent the your friend had. You will see a total of 4 shaded slices out of 8, which visually represents or of the cake.
Fraction fun: Make seven sums using the colours on each fraction strip.
Here are the sums based on the colored segments in each strip:
- Strip 1 (divided into 8 parts):
- Strip 2 (divided into 6 parts):
- Strip 3 (divided into 5 parts):
- Strip 4 (divided into 4 parts):
- Strip 5 (divided into 3 parts):
- Strip 6 (divided into 2 parts):
- Strip 7 (divided into 1 part):
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