Train duration | 13h48m |
Arrival | Sheffield, England |
Departure | Newquay, England |
Distance | 257 Miles |
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Find the cheapest tickets to travel from Newquay to Sheffield by train, bus, ride sharing and plane.
We compare train ticket for all major companies to travel between Newquay and Sheffield by train and find the best prices for the coming days. Take a look at the prices of train tickets Sheffield to Newquay and find the best deal for your outbound journey.
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The best way to spend less on your Newquay Sheffield train ticket must be to have a railcard. While regional railcards exist in some areas, National railcards enable you to make savings on most rail fares across the United Kingdom. Everyone is eligible to at least one of the railcard, even non-UK citizens. National railcards available: 16-25 railcard, Senior discount card, Two together railcard, Family and Friends discount card and Disabled persons railcard.
What are the benefits of a railcard?
In order to understand the benefits of a railcard, you can estimate the number of journeys you need to break even. You will see that usually only a few trips are needed.
For your assessment, you have to include the cost of your railcard, i.e £30, your savings on each journey (i.e.: 34%) as well as the cost of your ticket. The average price of a Newquay Sheffield ticket is £50.00 (1).
Divide the cost of your railcard by the discount: £30/34%= £88. Then divide £88 by £50.00: £88/£50.00 = 1.76. You will need to make about 2 trips from Sheffield to Newquay (one way trip) with your railcard to break even.
How much do I need to pay for a railcard?
Railcards enable you to get a third off most train fares for a year. The Disabled persons railcard costs £20 and the 5 other railcards £30.
(1)Average prices observed over the last 6 months for one way journey
Train Journey | Average price without railcard(1) | With a railcard 34% off(2) | Saving based on a one-way trip | Number of return trips to pay off the cost |
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Newquay to Sheffield train | £50.00 | £33.33 | £16.67 | 1.76 |
(1)Average price observed over the last 6 months for one way
(2)Price calculated with an average reduction of 34% on train tickets fare
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