Find the cost of watering a trapezium
field whose parllel sides are 10 cm and 25 cm respactively, the perpandicular distance between them is 15 cm and the rate watering is rupee 4 per m/ 2
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⛦Hᴇʀᴇ Is Yoᴜʀ Aɴsᴡᴇʀ⚑
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➧ Area of trapezium field
= 1 / 2 ×
(Sum of parallel sides) × (Distance between them area)
➾ 1 / 2 × (10 + 25) × 15
➾ 262.5 m²
➧ New cost,
➾ 4 / m²
➾ 4 × 262.5 m²
➾ 1050 ...✔
_________
Thanks...✊
▬▬▬▬▬▬▬▬▬▬▬▬☟
➧ Area of trapezium field
= 1 / 2 ×
(Sum of parallel sides) × (Distance between them area)
➾ 1 / 2 × (10 + 25) × 15
➾ 262.5 m²
➧ New cost,
➾ 4 / m²
➾ 4 × 262.5 m²
➾ 1050 ...✔
_________
Thanks...✊
muskan977:
good
Answered by
111
HEY THERE!!
Question:
Find the cost of watering a trapezium
field whose parllel sides are 10 cm and 25 cm respactively, the perpandicular distance between them is 15 cm and the rate watering is rupee 4/m².
Method of Solution:
Given: Parallel sides of trapezium are 10cm and 25 cm and perpendicular distance between the parallel sides is 15 cm.
So, Area of trapezium field =1/2(sum of parallel sides) × (perpendicular distance between them)
Area of Trapezium = 1/2(25+10)×(10)
•°• Area of Trapezium =525/2
Now, According to the Question's Statement!
[the rate watering is rupee 4 per m²]
Required Cost =525/2×4
Hence, Required Cost is Rs 1025.
Question:
Find the cost of watering a trapezium
field whose parllel sides are 10 cm and 25 cm respactively, the perpandicular distance between them is 15 cm and the rate watering is rupee 4/m².
Method of Solution:
Given: Parallel sides of trapezium are 10cm and 25 cm and perpendicular distance between the parallel sides is 15 cm.
So, Area of trapezium field =1/2(sum of parallel sides) × (perpendicular distance between them)
Area of Trapezium = 1/2(25+10)×(10)
•°• Area of Trapezium =525/2
Now, According to the Question's Statement!
[the rate watering is rupee 4 per m²]
Required Cost =525/2×4
Hence, Required Cost is Rs 1025.
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