In two or more complete sentences, describe how series and sequences relate to each other.

The relationship between series and sequences can be defined as follows;
A sequence is defined as the list of numbers which have been written in a definite order, on the other hand, the sum of terms  of an infinite sequence is known as infinite series. Therefore, simply put; a sequence can be defined as an ordered list of numbers while series is the sum of the list of numbers.

Y= (2x) /5 - 6step by step(2x)/5 - y = 6- y = -2/5 (x - 15)answer: || y = (2( x - 15 )) /5