Cost Calculation and Equation Solving

The video tutorial explains how to determine the individual prices of a table and chairs given their collective price and a condition that the table costs 10 rupees more than a chair. The instructor sets up an equation using variables to represent the costs, solves the equation to find the cost of a chair, and then calculates the cost of the table. The solution reveals that the chair costs 110 rupees and the table costs 120 rupees.

What is the total cost of one table and two chairs as mentioned in the problem statement?

• 340 rupees

• 350 rupees

• 370 rupees

• 360 rupees

According to the problem, how much more does the table cost compared to a chair?

• 15 rupees

• 10 rupees

• 5 rupees

• 20 rupees

If the cost of one chair is x, what is the expression for the cost of the table?

• x + 5

• x + 10

• x + 15

• x + 20

How many variables are used to represent the cost of the chairs in the equation?

• 3

• 4

• 2

• 1

What is the equation formed to represent the total cost of the table and chairs?

• 4x + 10 = 340

• 3x + 20 = 340

• 3x + 10 = 340

• 2x + 10 = 340

What is the first step in solving the equation 3x + 10 = 340?

• Divide both sides by 3

• Multiply both sides by 3

• Subtract 10 from both sides

• Add 10 to both sides

After transposing 10 to the right side, what does the equation become?

• 3x = 320

• 3x = 330

• 3x = 340

• 3x = 350

What is the cost of one chair after solving the equation?

• 120 rupees

• 110 rupees

• 100 rupees

• 130 rupees

How do you calculate the cost of the table once you know the cost of the chair?

• Add 15 to the chair's cost

• Add 10 to the chair's cost

• Add 5 to the chair's cost

• Add 20 to the chair's cost

What is the final cost of the table?

• 110 rupees

• 125 rupees

• 115 rupees

• 120 rupees