. How many terms are there in an AP whose first and fifth terms are - 14 and 2 respectively and the last term is 62.

Question

. How many terms are there in an AP whose first and fifth terms are - 14 and 2 respectively and the last term is 62.
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Solution 1

To find the number of terms in an Arithmetic Progression (AP), we first need to find the common difference (d).

Step 1: Find the common difference The common difference (d) can be found using the formula: d = (a5 - a1) / (5 - 1), where a5 is the fifth term and a1 is the first term.

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