Find the indicated terms in each of the sequences in Questions 7 to 10 whose nth term are :
`a_(n)=4n-3,a_(17),a_(24)`

Explanation

To find the indicated terms \( a_{17} \) and \( a_{24} \) in the sequence defined by the nth term \( a_n = 4n - 3 \), we will substitute the values of \( n \) into the formula.

### Step 1: Find \( a_{17} \)
To find the 17th term, we substitute \( n = 17 \) into the formula:

\[ a_{17} = 4(17) - 3 \]

Calculating this:

\[ a_{17} = 68 - 3 = 65 \]

### Step 2: Find \( a_{24} \)
Next, we find the 24th term by substituting \( n = 24 \) into the formula:

\[ a_{24} = 4(24) - 3 \]

Calculating this:

\[ a_{24} = 96 - 3 = 93 \]

### Final Answer
Thus, the values of the indicated terms are:

- \( a_{17} = 65 \)
- \( a_{24} = 93 \)