Question

What is part a and b in 18

Answer 1

Answer:

(a) The total number of tokens purchased = 9

(b) The cost of 1 token = $1.458

Step-by-step explanation:

Here the cost of 1 bus token =  $ 1.75

The total amount spent on the tokens = $15.75

(a) Let us assume the number of token purchased = m

So, here, the cost of m tokens  = m x ( Cost of 1 token)

                                                    = m x ($1.75)  = 1.75 m

Also, cost of m token = $15.75

⇒$15.75  = 1.75 m

or, m =  15.75/1.75  =  9

or, m = 9

Hence, the total number of tokens purchased = 9

(b) The number of token purchased  = 10

So, the amount paid for 10 tokens  = 10 x ( cost of 1 token)

= 10 x ( $1.75) = $17.5

Now, 2 token are free with 10 purchased token.

So, total token now = 10 +  2 = 12

⇒The amount paid for 12 token = $17.5

So, here the cost of each token = $\frac{17.5}{12} =1.458$

Hence,  the cost of 1 token = $1.458