check whether given numbers are as term of the given A.P 3,7,11 ,15
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Answered by
1
here
AP is 3,7,11,15
t1=3,t2=7,t3=11,t4=15
t2-t1=7-3=4
t3-t2=11-7=4
t4-t3=15-11=4
here
common difference is 4
therefore
its all term of AP
AP is 3,7,11,15
t1=3,t2=7,t3=11,t4=15
t2-t1=7-3=4
t3-t2=11-7=4
t4-t3=15-11=4
here
common difference is 4
therefore
its all term of AP
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Answered by
0
Answer:
Step-by-step explanation:
In a Given A.P ;
a = 3
d = 7-3 = 4
On the contrary let 144 be the nth term of A.P
Tn = 144
n = ?
Tn = a+(n-1)d
144 = 3+(n-1)4
n-1 = 141/4
n = 35.25+1
n = 36.25
As the value of n is a decimal or number, hence 144 is not the term of given A.P
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