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Ronnie planted calamansi in his triangular lot with an area of 56 sq.m. If its base is 16 m, what is its height?
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1 point
h = 7 cm.
h = 7 m.
h = 16 m.
h = 112 m.
7. What is the area of the triangle?
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1 point
Captionless Image
5 sq. dm
12 sq. dm
30 sq. dm
60 sq. dm
8. What is the area of the parallelogram?
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1 point
Captionless Image
116 sq. m
126 sq. m
106 sq. m
160 sq. m
9. Which of the following formula can we use to compute for the area of a trapezoid?
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1 point
base x height
(base1 + base 2) x height/2
½ base x height
pi x (radius)2
10. Mr. Sanchez bought a residential lot. The lot is in the shape of a trapezoid. What is the area if the bases measure 12m and the other is 20m and the height is 10m?
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1 point
The area of Mr. Sanchez’s residential lot is 120 sq. m
The area of Mr. Sanchez’s residential lot is 160 sq. m
The area of Mr. Sanchez’s residential lot is 220 sq. m
The area of Mr. Sanchez’s residential lot is 320 sq. m
Read and analyze the word problem below. Answer the questions in 11 – 15 based on the problem.
“An 11 meter by 6 meter rectangular garden will be planted with grass, how many square meters of land will be planted with grass?”
11. What is asked in the given problem?
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1 point
The width of the land that will be planted with grass.
The length of the land that will be planted with grass.
The distance around the land that will be planted with grass.
The number of square meters of land that will be planted with grass.
12. What are the given facts from the problem?
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1 point
11 meter by 6 meter circular garden
11 meter by 6 meter rectangular garden
11 meter by 11 meter triangular garden
11 meter by 11 meter rectangular garden
13. What is the formula to be used?
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1 point
A = s x s
A = b x h
A = l x w
A = b x h / 2
14. What is the mathematical sentence?
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1 point
6 m x 6 m = N
11 m x 6 m = N
11 m x 11 m = N
11 x 6 / 2 = N
15. What is the complete answer to this problem?
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1 point
The number of square meters of land that will be planted with grass is 60 sq. m.
The number of square meters of land that will be planted with grass is 66 sq. m.
The number of square meters of land that will be planted with grass is 76 sq. m
The number of square meters of land that will be planted with grass is 96 sq. m.
Read and analyze the word problem below. Answer the questions in 16 – 20 based on the problem.
“The area of a trapezoid is 240 sq. cm. If its height is 10 cm and one of the bases is 15 cm, what is the length of the other base?”
16. What is asked in the given problem?
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1 point
The distance around the trapezoid.
The width of the other base of the trapezoid.
The length of the other base of the trapezoid.
The number of square meters of the trapezoid.
17. What are the given facts from the problem?
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1 point
Area of Trapezoid = 240 sq. cm, h = 10 cm, b_1 = 10 cm
Area of Trapezoid = 240 sq. cm, h = 10 cm, b_1 = 15 cm
Area of Trapezoid = 240 sq. cm, h = 15 cm, b_1 = 15 cm
Area of Trapezoid = 240 sq. cm, h = 15 cm, b_1 = 25 cm
18. What is the formula to be used?
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1 point
A = s x s
A = b x h
A = (b_1+ b_2) x h/2
A = b x h / 2
19. What is the mathematical sentence?
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1 point
240 sq. cm - 16 cm x 10 cm = N
240 sq. cm x 16 cm / 10 cm = N
240 sq. cm + 16 cm x 10 cm = N
240 sq. cm = ((6 cm+ N) x 10 cm)/2
20. What is the complete answer to this problem?
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1 point
The length of the other base of the trapezoid is 30 sq. cm.
The length of the other base of the trapezoid is 31 sq. cm.
The length of the other base of the trapezoid is 32 sq. cm.
The length of the other base of the trapezoid is 33 sq. cm.

Sagot :

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Answer:

6 (?).  7cm
7.
8.
9. (base1 + base 2) x height/2
10. The area of Mr. Sanchez’s residential lot is 160 sq. m
11. The number of square meters of land that will be planted with grass.
12. 11 meter by 6 meter rectangular garden
13. A = l x w
14. 11 m x 6 m = N
15. The number of square meters of land that will be planted with grass is 66 sq. m.
16. The length of the other base of the trapezoid.
17. Area of Trapezoid = 240 sq. cm, h = 10 cm, b_1 = 15 cm
18. A = b x h / 2
19. 240 sq. cm = ((6 cm+ N) x 10 cm)/2
20. The length of the other base of the trapezoid is 33 sq. cm.

Step-by-step explanation:

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