if two aps have the same common difference and difference between their 48th , then the difference between their 96th term will be
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Step-by-step explanation:
Given that their 100th term's difference is 100
Let the first no. of first series be a1 and second series be a2.
then, a100(1)−a100(2)=100 --- 1)
For 1st series ---- a100=a1+99d
2nd series ---- a100=a2+99d
Put these values in (1)
then,
a1+99d−(a2+99d)=100
a1+99d−a2−99d=100
therefore, a1−a2=100 ---2)
Then, the difference between their 1000th terms is
for 1st series --- a1000=a1+999d
for 2nd series --- a1000=a2+999d
their 100th terms difference is
a1000(1)−a1000(
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