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Original Question
A parallelogram has a base of 6cm and a height of 3cm. A triangle has a base of 9cm and a height of 4 cm. Which statement is TR...Question
A parallelogram has a base of 6ft and a height of 7ft. A triangle has a base of 8ft and a height of 6ft. Which statement is TRUE?(1 point)
Responses
The parallelogram has a greater area.
The parallelogram has a greater area.
The triangle has a greater area.
The triangle has a greater area.
Both shapes have the same area.
Responses
The parallelogram has a greater area.
The parallelogram has a greater area.
The triangle has a greater area.
The triangle has a greater area.
Both shapes have the same area.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To find the area of both the parallelogram and the triangle, we can use the following formulas:
**Area of a parallelogram** = base × height
**Area of a triangle** = (base × height) / 2
**For the parallelogram:**
- Base = 6 ft
- Height = 7 ft
- Area = 6 ft × 7 ft = 42 ft²
**For the triangle:**
- Base = 8 ft
- Height = 6 ft
- Area = (8 ft × 6 ft) / 2 = 48 ft² / 2 = 24 ft²
Now we can compare the areas:
- Area of the parallelogram = 42 ft²
- Area of the triangle = 24 ft²
Since 42 ft² (parallelogram) is greater than 24 ft² (triangle), the TRUE statement is:
**The parallelogram has a greater area.**
**Area of a parallelogram** = base × height
**Area of a triangle** = (base × height) / 2
**For the parallelogram:**
- Base = 6 ft
- Height = 7 ft
- Area = 6 ft × 7 ft = 42 ft²
**For the triangle:**
- Base = 8 ft
- Height = 6 ft
- Area = (8 ft × 6 ft) / 2 = 48 ft² / 2 = 24 ft²
Now we can compare the areas:
- Area of the parallelogram = 42 ft²
- Area of the triangle = 24 ft²
Since 42 ft² (parallelogram) is greater than 24 ft² (triangle), the TRUE statement is:
**The parallelogram has a greater area.**
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