A sequence is represented below,
-25, -5, 10, 25, 40
Which representation is NOT a formula for the nth term of the Sequence
F, f(x)=20+15(x - 1)
G, an=-20+(n - 1)15
H, y=15x-20
J, y=15x-35



Answer :

The expression y=15x-20 is not a formula for the nth term of the sequence.

What is sequence?

An ordered list of elements following a certain formula by which the next term can be determined are said to be in sequence.

Given that, A sequence is represented below,

-20, -5, 10, 25, 40

The sequence is increasing by 15, therefore it is an arithmetic sequence

The first term (a) is -20

Common difference (d) = -20-(-5) = 20+5 = 15

The nth term of an arithmetic sequence is given by,

aₙ = a+(n-1)ₓd

Where aₙ is the nth term, d is common difference, a is the first term.

Here, a = -20, d = 15

Therefore, nth term is

aₙ = -20+(n-1)15

If we write it in the form of a function, then,

f(x) = -20+15(n-1)

In slope intercept form,

y = 15x-35

Hence, the only expression that can not define the nth term of the sequence is y = 15x-20

For more references on the sequences, click;

https://brainly.com/question/21961097

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