Question

1.The company price of a tricycle is 453.67. A dealer buys 124 tricycles. How much money does he pay to the company?​

Answer 1

Answer:

There are three times as many bicycles as tricycles." So if we have 4 tricycles, then we have three times as many bicycles, which is 12. Abstracting, if we have T tricycles, then we have B=3T bicycles.

Same with the wheels. If we have 12 bikes, then we have twice as many wheels, which is 24 wheels. So the number of bike wheels is WB=2B.

Likewise, the number of trike wheels is WT=3T.

The last piece of information we know is that the total number of wheels is 81: WB+WT=81.

Now, we substitute to solve for either the number of bikes B or the number of trikes T:

WB+WT=2B+3T=2(3T)+3T=9T=81,

so the number of trikes is T=9. Then, the number of bikes is

B=3T=3(9)=27.

And we can have some assurance we're right by calculating the number of wheels:

WB+WT=2B+3T=2(27)+3(9)=54

Answer 2

Answer:

Cost = ₹56255.08

Step-by-step explanation:

Given :-

The company price of a tricycle is 453.67. A dealer buys 124 tricycles.

To Find :-

How much money does he pay to the company?

Solution :-

Cost of 1 tricycle = ₹453.67

Cost of 124 tricycle = 453.67 × 124

Cost of 124 tricycle = ₹56255.08

Hence,

Cost of 124 tricycles is ₹56255.08