find tn for an arithmetic progression on where t7=15,t13=27, also find t20
alparaval158:
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Answer:
t7=a+6d=15. equation 1
t13=a+12d=27. equation 2
by subtracting equation 1and 2
a+6d-(a+12d)=15-27
-6d=-12
d=2
substituting the value of d in equation 1
a+6(2)=15
a+12=15
a=3
tn=a+(n-1)d
=3+(n-1)2
=3+2n-2
=1+2n
t20=1+2(20)
=1+40
=41
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