A square hill has a side of 8 meter. It needs to be completed. If the cost of carpenting is ₹ 150. Per square meter calculate thr total cost of carpenting the holl describe the process

Mathematics

ScanSolve AI Answer

Answer

₹9600

Step 1: Calculate the area of the square hall.
The area AA of a square with side length ss is
A=s2.A = s^{2}.
Given s=8s = 8 m,
A=82=64 m2.A = 8^{2} = 64~m^{2}.

Step 2: Calculate the total cost of carpeting.
The cost of carpeting is ₹150 per m2\mathrm{m}^{2}.
Total cost CC is
C=A×150.C = A \times 150.
Substitute A=64 m2A = 64~m^{2},
C=64×150.C = 64 \times 150.
64×100=6400,64 \times 100 = 6400,
64×50=3200,64 \times 50 = 3200,
C=6400+3200=9600 ₹.C = 6400 + 3200 = 9600~₹.

Final answer: 9600\boxed{₹9600}

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Quick Answer

Calculate the area of the square hall. The area A of a square with side length s is A = s^2.

A square hill has a side of 8 meter. It needs to be completed. If the cost of carpenting is ₹ 150. Per square meter calculate thr total cost of carpenting the holl describe the process
Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI Answer
Step 1: Calculate the area of the square hall. The area A of a square with side length s is A = s^2. Given s = 8 m, A = 8^2 = 64~m^2. Step 2: Calculate the total cost of carpeting. The cost of carpeting is ₹150 per m^2. Total cost C is C = A × 150. Substitute A = 64~m^2, C = 64 × 150. 64 × 100 = 6400, 64 × 50 = 3200, C = 6400 + 3200 = 9600~₹. Final answer: ₹9600