An arithmetic sequence has first term $a = - 2$ and common difference $d = 4$ .
How many terms of this sequence must be added to get $1566$ ?

Name: An arithmetic sequence has first term $a = - 2$ and common difference $d = 4$ . How many terms of this sequence must be added to get $1566$ ?
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Question

An arithmetic sequence has first term $a = - 2$ and common difference $d = 4$ . 
How many terms of this sequence must be added to get $1566$ ?

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The Answer of An arithmetic sequence has first term $a = - 2$ and common difference $d = 4$ . 
How many terms of this sequence must be added to get $1566$ ?

An Arithmetic Sequence Has First Term a=−2a = - 2a=−2 And Common Difference

An Arithmetic Sequence Has First Term $a = - 2$ And Common Difference