Finding the 20th term of a Arithmetic Sequence that is 10, 14, 18, 22...

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Finding the 20th term of a Arithmetic Sequence that is 10, 14, 18, 22...

Mathematics
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Please help
Well it goes up by 4 every time. You can either count it or...Is there a formula used to find this?

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I know there is a formula, But i'm not sure what it is.
The question im doing says I need to explain my steps and I can't count up to it.
Alright :D The formula is an = a1 + (n - 1)d Do you know what to do now?
10 + (20 -1)4 Can you solve that?
A1 = first term of the sequence N = Term you are trying to find. D = difference. A1 = 10 N = 20 D = 4
(o.o")(o.o)("o.o) Hello?
Sorry I got sidetracked.
But it would be 86
I would say that's your answer :)

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