in an Ap t1=4,t9=20 ,find t15
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3
t1=4
t9=20
tn=a+(n-1)d. where a is first term and d is the common difference
a=4
a+8d=20 OR d=2
Therefore t15=a+14d
t15=4+14*2
t15=32
Answered by
0
Answer:
t1=4,t9=20 an=a+(n-1)d
Step-by-step explanation:
a=4 after applying formula we get a+8d=20 then substituite a value we get 4+8d=20,8d=20-4=16,8d=16,d=16/8,d=2. t15=a+(n-1)d,after substituiting values we get t15=4+(15-1)2,t15=4+14×2,4+28,=32
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