Answer:
I believe the number of terms are 10
Step-by-step explanation:
The number of terms in the given sequence(5240,4365, 3490, 2615, ..., -2635) is 10.
In mathematics, a sequence is an enumerated group of elements in which repetitions are allowed and order is significant.
The 1st term in the given sequence is 5240
The 2nd term is 4365 = 5240 - 875
The 3rd term is 3490 = 4365 - 875
The 4th term is 2615 = 3490 - 875
Then the 5th term is 2615 - 875 = 1740
The 6th term is 1740 - 875 = 865
The 7th term is 865 - 875 = - 10
The 8th term is - 10 - 875 = - 885
The 9th term is - 885 - 875 = - 1760
The 10 the term is - 1760 - 875 = - 2635.
Therefore the number of terms in the given sequence(5240,4365, 3490, 2615, ..., -2635) is 10.
Know more about sequences here -
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