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Answer:Step-by-step explanation:
Answer:Step-by-step explanation:Answer:-
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}}
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 m
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m\rm{Area = 90 \times 60}Area=90×60
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m\rm{Area = 90 \times 60}Area=90×60\rm{Area = 5400 \ m^2}Area=5400 m
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m\rm{Area = 90 \times 60}Area=90×60\rm{Area = 5400 \ m^2}Area=5400 m 2
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m\rm{Area = 90 \times 60}Area=90×60\rm{Area = 5400 \ m^2}Area=5400 m 2
Answer:Step-by-step explanation:Answer:-To answer this question, let me make the figure.Now, we can easily solve the question, with a quick catch located in the middle part.\boxed{\rm{Rectangular \ Area = Length \times Breadth}} Rectangular Area=Length×Breadth So,Length is 90 mBreadth is 60 m\rm{Area = 90 \times 60}Area=90×60\rm{Area = 5400 \ m^2}Area=5400 m 2 Calculating area of R1 now,
\rm{Area = 3 \times 60}Area=3×60
\rm{Area = 180 \ m^2}Area=180 m
2
Now, calculating area of R2,
\rm{Area = 3 \times 90}Area=3×90
\rm{Area = 270 \ m^2}Area=270 m
2
Catch Point:-
The middle area of both road is common in both. So, we will calculate that area, and subtract from any one road.
Area of Square = (side)²
= 3 × 3
= 9 m².
Now, subtracting 9 from 270, 261 cm² is the remains.
Now, (i) Area of Roads is 261 + 180 = 441 m²
(ii) the cost of constructing the roads at the rate of 110 per m²
This will be for 1 metre square. So, for 441, it will be
441 × 110
= Rs. 48510
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