if the common difference of an ap is 5then what is T18 T13?
Answers
Answered by
3
Common difference = d = 5
first term = a = a
number of the term = n
Tn = a+(n-1)d
T18 = a+(18-1)5
T18 = a+(17)5
T18 = a+85
Tn = a+(n-1)d
T13 = a+(13-1)5
T13 = a+(12)5
T13 = a+60
so,
T18 - T13
= (a+85)-(a+60)
= a+85-a-60
= 85-60
= 25
so 25 is the answer
first term = a = a
number of the term = n
Tn = a+(n-1)d
T18 = a+(18-1)5
T18 = a+(17)5
T18 = a+85
Tn = a+(n-1)d
T13 = a+(13-1)5
T13 = a+(12)5
T13 = a+60
so,
T18 - T13
= (a+85)-(a+60)
= a+85-a-60
= 85-60
= 25
so 25 is the answer
Answered by
0
Hi
Here is ur answer
Given:
d = 5
Tn = a +(n-1)d
T18 = a+ (18-1)5
= a+17*5
T18 = a+85
T13 = a +(13-1)5
=a+12*5
T13 =a+60
Therefore,
T18 - T13 = a+85 _ (a+60)
= a+85 - a -60
-a and +a get cancelled out , then
T18 - T13 = 25
Hope it helps U
akshaykumar65:
yes
Similar questions