Question

which term of the ap 5,9,13,17,....,is 101? is any term equal to 203

Answer 1

Step-by-step explanation:

Answer in attachment, it is simple

Answer 2

25th term of an A.P is 101.

There is no term equal to 203.

Step-by-step explanation:

Given : An A.P. 5,9,13,17,....

To find : Which term of the A.P is 101? is any term equal to 203 ?

Solution : ​

Using nth formula of an A.P,

$a_n=a+(n-1)d$

Here, $a_n=101$ a term on A.P

a=5 is the first term

d=4 is the common difference

$101=5+(n-1)4$

$(n-1)4=96$

$n-1=24$

$n=25$

So, 25th term of an A.P is 101.

To get any term equal to 203 is let $a_n=203$

$203=5+(n-1)4$

$(n-1)4=198$

$n-1=49.5$

$n=50.5$

This is not possible.

There is no term equal to 203.

#Learn more

If nth terms of sequence is given by tn=4n-3, then find first three terms of the sequence

brainly.in/question/2271063