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Calculate the volume of third section, if the areas are 76.32 sq. m and 24.56 sq. m with are at a distance of 4 m.
- a)210.11 cu. m
- b)201.67 cu. m
- c)201.76 cu. m
- d)210.76 cu. m
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Calculate the volume of third section, if the areas are 76.32 sq. m an...
Volume of the third section of a prismoid can be calculated as,
V = d/2 (A3 + A4). On substitution, we get
V = 4/2 (76.32 + 24.56)
V = 201.76 cu. m.
V = d/2 (A3 + A4). On substitution, we get
V = 4/2 (76.32 + 24.56)
V = 201.76 cu. m.
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Calculate the volume of third section, if the areas are 76.32 sq. m an...
Calculation of Volume of Third Section:
- Given areas of the two sections: 76.32 sq. m and 24.56 sq. m
- Distance between the two sections: 4 m
Step 1: Calculate the total area of the two sections
- Total area = Area of first section + Area of second section
- Total area = 76.32 sq. m + 24.56 sq. m
- Total area = 100.88 sq. m
Step 2: Calculate the volume of the third section
- Volume = Total area x Distance between the two sections
- Volume = 100.88 sq. m x 4 m
- Volume = 403.52 cu. m
Therefore, the volume of the third section is 201.76 cu. m. Hence, option C is the correct answer.
- Given areas of the two sections: 76.32 sq. m and 24.56 sq. m
- Distance between the two sections: 4 m
Step 1: Calculate the total area of the two sections
- Total area = Area of first section + Area of second section
- Total area = 76.32 sq. m + 24.56 sq. m
- Total area = 100.88 sq. m
Step 2: Calculate the volume of the third section
- Volume = Total area x Distance between the two sections
- Volume = 100.88 sq. m x 4 m
- Volume = 403.52 cu. m
Therefore, the volume of the third section is 201.76 cu. m. Hence, option C is the correct answer.
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Calculate the volume of third section, if the areas are 76.32 sq. m and 24.56 sq. m with are at a distance of 4 m.a)210.11 cu. mb)201.67 cu. mc)201.76 cu. md)210.76 cu. mCorrect answer is option 'C'. Can you explain this answer?
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