sum of m terms of an ap 4m^2+2a. find 4th term
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Answered by
1
Answer:
28
Step-by-step explanation:
Sn=4m^2+2a
first term=T1=4(1)^2+2a=4+2a
sum of 2 terms= S2=4(2)^2+2a=16+2a
2nd term =t1+t2=16+2a
4+2a+t2=16+2a
t2=12
sum of three terms=t2+t2+t3=4(9)+2a=36+2a
4+2a+12+t3=36+2a
t3=20
sum of 4 terms=t1+t2+t3+t4=4(16)+2a=64+2a
t4=64+2a-4-2a-12-20=28
so t4=28
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