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Find the first five terms of each arithmetic sequence described.

a1=58,d=38

Short Answer

Expert verified

The first five terms of the arithmetic sequence described are58,1,118,74,178 .

Step by step solution

01

Step 1. Given Information.

Given arithmetic sequence is described by a1=58,d=38

02

Step 2. Calculation.

In an arithmetic sequence a term can be obtained by adding the common difference to the previous term.

Here the first term is a1=58

And, the common difference is d=38.

The second term in the arithmetic sequence is:

a2=a1+da2=58+38a2=88a2=1

The third term in the arithmetic sequence is:

a3=a2+da3=1+38a3=118

The fourth term in the arithmetic sequence is:

a4=a3+da4=118+38a4=148a4=74

The fifth term in the arithmetic sequence is:

a5=a4+da5=74+38a5=178

03

Step 3. Conclusion.

Hence, the first five terms of the arithmetic sequence described are58,1,118,74,178 .

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