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Find the cheapest tickets to travel from Southend-on-Sea to London by train, bus, ride sharing and plane.
Ticket prices and availability have been recorded in the last 72 hours from the data provided by our partners.
Buying your train in advance is almost always cheaper than leaving it to the last minute. Yet, as you can notice in the table above, the cost of train tickets Southend-on-Sea to London tend to be stable and cost £13.
We compare train ticket for all major companies to travel between Southend-on-Sea and London by train and find the best prices for the coming days. Take a look at the prices of train tickets London to Southend-on-Sea and find the best deal for your outbound journey.
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Willing to travel for cheap? Many railcards and deals exist to spend less for your Southend-on-Sea London train ticket and save even more money on your tickets: special train fares for children, railcards for all ages, group travel, or charity discount. There are different types of railcards available: 16-25 railcard, Two together railcard, Family and Friends Railcard, Senior railcard, Disabled persons railcard.
A = the railcard cost (i.e.: £30)
B = average price cut with the railcard (i.e.: 34%)
C = average cost for a Southend-on-Sea London ticket (i.e.: £50.00)(1)
The first step is to divide A by B: this will show you the budget from which the card will be efficient. You can now divide that number by C. It will give you the approximate number of trips needed across the year to start saving money.
In our example, A/B = £30/34% = £88.00. Then, 88/£50.00 = 1.76. Your railcard will be profitable if you're doing around 2 trips from Southend-on-Sea to London (one way journey).
(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|
|Southend-on-Sea to London 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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