Question

For an A.P ,if a =11 and f=1.5,then t3=?

Answer 1

(2) Equating (1) and (2), we get 1 - 2d = -11–5d, or 3d = -12, or d = -4 and so a ... If the 3rd term of an AP is 1 and the 6th term is -11, then what is the sum of ... aGdI WbKyw IDUaztoaA hSZcGixeFnXcneM oCfeJnTtKrdaalD .... Answered May 10, 2018 · Author has 1.5k answers and 488.3k answer views .... T3=a+2d=1——->1.

Answer 2

The third term is 14.

Step-by-step explanation:

Given : For an A.P ,if a =11 and d=1.5.

To find : The value of $t_3$ ?

Solution :

In an A.P.,

The first term is a=11

The common difference is d=1.5.

The nth term of an A.P is given by,

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

Here, n=3

$t_3=a+(3-1)d$

$t_3=11+2\times 1.5$

$t_3=11+3$

$t_3=14$

Therefore, the third term is 14.

#Learn more

Arthimatic progression

In an A.P., T3 = 8, T10 = T6 + 20. Find A.P.

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