Question

An = 4-n/2 The nth term of a sequence is given. Graph the terms you found in part (a).

Answer 1

To find the terms of the sequence, substitute different values of n into the given expression. Graph the values of n and the corresponding values of an to show the trend of the sequence.

Step-by-step explanation:

The given expression is an = 4-n/2. To find the terms of the sequence, substitute different values of n into the expression. For example, when n = 1, the first term is a1 = 4-1/2 = 3.5. When n = 2, the second term is a2 = 4-2/2 = 3. When n = 3, the third term is a3 = 4-3/2 = 2.5. Continuing this process, you can find the remaining terms of the sequence. Here are the first few terms:

• a1 = 3.5
• a2 = 3
• a3 = 2.5

To graph the terms, plot the values of n on the x-axis and the corresponding values of an on the y-axis. Connect the points with a line to show the trend of the sequence.