Find the 45th term of the sequence whose first term is 6 and the difference between consecutive terms is 3. If the term is 't' and number is 'n', then give the generalized rule. Will 48 be a part of the sequence? Why *
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To find the common difference d, use the formula a1+4d=a5.
For us, a1 is 10 and a5 is 38.
10+4d=38
Now we can solve for d.
4d=28
d=7
Add the common difference to the first term to get the second term.
a2=a1+d=10+7=17
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