Which term of the progression 4, 9, 14, 19, …, is 109?
The progression given is Arithmetic progression.
With First term, a =4
And Common difference, d=9-4=5
Nth term of an A.P. =a + (n-1)d
109=4 + (n-1)5
105=(n-1)5
21=n-1
n=22
1 is the 22nd term of this progression.
Couldn't generate an explanation.
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