A railway half-ticket costs half the full fare plus a fixed reservation charge. One full and one half ticket cost Rs 216 (f + (f/2 + r) = 216). A full ticket is Rs 144 (f = 144). Use substitution to find the reservation charge r (in Rs).

Question

Accepted Answer

0. Substitute f = 144: 144 + (144/2 + r) = 216, 144 + 72 + r = 216, 216 + r = 216, r = 0. The reservation charge is Rs 0.

A railway half-ticket costs half the full fare plus a fixed reservation charge.
One full and one half ticket cost Rs $216 (f + (\frac{f}{2}$ + r) = 216).
A full ticket is Rs 144 $(f = 144)$ .
Use substitution to find the reservation charge r (in Rs).

Step-by-Step Solution

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More Class 10 Substitution Method practice

A railway half-ticket costs half the full fare plus a fixed reservation charge.One full and one half ticket cost Rs 216(f+(2f​ + r) = 216).A full ticket is Rs 144 (f=144).Use substitution to find the reservation charge r (in Rs).

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 10 Substitution Method practice

A railway half-ticket costs half the full fare plus a fixed reservation charge.
One full and one half ticket cost Rs $216 (f + (\frac{f}{2}$ + r) = 216).
A full ticket is Rs 144 $(f = 144)$ .
Use substitution to find the reservation charge r (in Rs).