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primary 5 | Maths
| Whole Numbers
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= ⅓ × length of rectangle
= 42 cm ÷ 3 = 14 cm (Or 42 cm × ⅓ = 14 cm)
Area of rightmost △ = ½ × base × height
= ½ × AB × breadth of rectangle
(Since the height and rectangle's breadth are the same length)
= ½ × 14 cm × 25 cm
= 175 cm²
Area of rectangle = length × breadth
= 42 cm × 25 cm
= 1050 cm²
Area of △EFC
= 1/5 the area of the rectangle
= 1/5 × 1050 cm² (or 1050 cm² ÷ 5)
= 210 cm²
= ½ × base x height
= ½ × breadth of rectangle × CD
(Notice that the base is equal to breadth of the rectangle.
And if we look closely, the △height is level with point D. You can try drawing a dotted line from the top of the height to D. So CD is the same length as its height)
= ½ × 25 cm × 14 cm
= 175 cm²
Unshaded area
= Area of rectangle - areas of the three △s
= 1050 cm² - 175 cm² - 175 cm² - 210 cm²
= 490 cm²
- You mixed up the calculation for ② with ③.
- In ③ (which the working was supposed to be for ②) , 14 × 25 is not correct as the length of rectangle is 42cm.
It should be 42 cm × 25 cm
- To find the unshaded area, you should be subtracting the shaded area from the area of rectangle.
But you wrote 420 - 390. That's subtracting 390 from shaded area.
And where is the 390 from?
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