The learners at Wilo High school want to raise funds to buy equipment for cricket. They decided to bake cakes and have a cake sale at school. Study the recipe below, which was taken from internet, and answer the following questions that follow.

Mathematics
The learners at Wilo High school want to raise funds to buy equipment for cricket. They decided to bake cakes and have a cake sale at school. Study the recipe below, which was taken from internet, and answer the following questions that follow.

ScanSolve AI Answer

Answer

300 g

1.1

Step 1: Calculate the batter volume for the given recipe.
Water =250= 250 ml
11 cup sugar =250= 250 ml
Oil =125= 125 ml
Total volume =250+250+125=625= 250 + 250 + 125 = 625 ml

Step 2: Set up the proportion for flour.

250gflour625mlbatter=xgflour750mlbatter\frac{250 g flour}{625 ml batter} = \frac{x g flour}{750 ml batter} x=250×750625x = 250 \times \frac{750}{625} 750625=1.2\frac{750}{625} = 1.2 x=250×1.2=300x = 250 \times 1.2 = 300

Rose uses 300 g flour.

300 g

1.2

Step 1: Calculate the number of 100 g units in 300 g flour.

300g100g/unit=3units\frac{300 g}{100 g/unit} = 3 units

Step 2: Calculate the cost.
Cost =3×R17=R51= 3 \times R17 = R51

The cost is R51.

R51

1.3

Step 1: Calculate the temperature increase.
Increase =15%= 15\% of 180180^\circC

0.15×180=27\circC0.15 \times 180 = 27^\circC

Step 2: Calculate the new temperature.
New temperature =180\circC+27\circC=207C= 180^\circC + 27^\circC = 207^\circ\text{C}

The new temperature is 207207^\circC.

207^\circ C

1.4 (assuming recommended time of 45 min as per standard recipe instruction)

Step 1: Set up the percentage formula.

Percentage=(35min45min)×100%Percentage = \left( \frac{35 min}{45 min} \right) \times 100\%

Step 2: Simplify the fraction.

3545=79\frac{35}{45} = \frac{7}{9}

Step 3: Calculate the percentage.

79×100=700977.78%\frac{7}{9} \times 100 = \frac{700}{9} \approx 77.78\%

(or exactly 7009%\frac{700}{9}\%)

The cake was baked at 77.78% of the recommended time.

77.78%

2.1

The recipe is for 1 large cake. Three small cakes together are equivalent to 1 large cake.
Total sugar used =1= 1 cup.

1 cup

1 cup

2.2

Similarly, total flour used for three small cakes =250= 250 g.

250 g

250 g

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Quick Answer

1.1 Step 1: Calculate the batter volume for the given recipe. Water = 250 ml 1 cup sugar = 250 ml Oil = 125 ml Total volume = 250 + 250 + 125 = 625 ml Step 2: Set up the proportion for flour.

The learners at Wilo High school want to raise funds to buy equipment for cricket. They decided to bake cakes and have a cake sale at school. Study the recipe below, which was taken from internet, and answer the following questions that follow.
Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI Answer
1.1 Step 1: Calculate the batter volume for the given recipe. Water = 250 ml 1 cup sugar = 250 ml Oil = 125 ml Total volume = 250 + 250 + 125 = 625 ml Step 2: Set up the proportion for flour. 250 g flour625 ml batter = x g flour750 ml batter x = 250 × (750)/(625) (750)/(625) = 1.2 x = 250 × 1.2 = 300 Rose uses 300 g flour. 300 g 1.2 Step 1: Calculate the number of 100 g units in 300 g flour. 300 g100 g/unit = 3 units Step 2: Calculate the cost. Cost = 3 × R17 = R51 The cost is R51. R51 1.3 Step 1: Calculate the temperature increase. Increase = 15\% of 180^C 0.15 × 180 = 27^ Step 2: Calculate the new temperature. New temperature = 180^ + 27^ = 207^ The new temperature is 207^C. 207^ C 1.4 (assuming recommended time of 45 min as per standard recipe instruction) Step 1: Set up the percentage formula. Percentage = ( 35 min45 min ) × 100\% Step 2: Simplify the fraction. (35)/(45) = (7)/(9) Step 3: Calculate the percentage. (7)/(9) × 100 = (700)/(9) ≈ 77.78\% (or exactly (700)/(9)\%) The cake was baked at 77.78\% of the recommended time. 77.78\% 2.1 The recipe is for 1 large cake. Three small cakes together are equivalent to 1 large cake. Total sugar used = 1 cup. 1 cup 1 cup 2.2 Similarly, total flour used for three small cakes = 250 g. 250 g 250 g