Here, we are required to determine different parameters for several shapes.
- Area = 2⁶
- Area = 5²
- Area = (22/7) × 5⁸
- Area = 2² × 3².
- or Area = 4 × 3²
- Jenna's likely error could be in both the (1/2) and the x⁴, as opposed to the x² in the area of the rectangle.
For case 1:
- Area of a triangle = (1/2) × b × h
- Area = (1/2) × 2³ × 2⁴
- Therefore, by indices Area = 2⁶.
For case 2:
- Area of a rectangle = l × w
- Area = 5³ × 5²
- Therefore, by indices Area = 5⁵.
For case 3:
- Area of a circle = π × r²
- where π = (22/7) and r = 5⁴.
- Area of a circle = (22/7) × (5⁴)²
- By indices; Area = (22/7) × 5⁸
For case 4:
- Area of a triangle = (1/2) × b × h
- Area = (1/2) × 3² × 2³
- Therefore, by indices Area = 2² × 3².
- or Area = 4 × 3²
For case 5:
- Area of rectangle = l × w
- Area of rectangle = x² × y⁵
- Area of rectangle = x²y⁵
- Area of triangle = 1/2 × b ×h
- Area of triangle = 1/2 × x⁴ × y⁵
- Area of triangle = (1/2)x⁴y⁵
Jenna's likely error is in both the (1/2) and the x⁴, as opposed to the x² in the area of the rectangle.
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