The graph of the initially sixth terms in a number line would be the points (-10,-7.-4,-1,2,5)

Step-by-action explanation:

The sequence you are representing is an arithmetic sequence that is a sequence where the distinction in between successive terms is continuous.This sequence is identified as:

An = A1 + (n-1)d

Wright here a1 is the initially term of the sequence , n is the number of the preferred term to be uncovered and d the widespread difference. So the first Sixths terms for this sequence are:

A1= -10

A2= -10 +(2-1)3 = -10 -3= -7

A3= -10 +(3-1)3 = -10 +2*3= -10+6=-4

A4= -10 +(4-1)3 = -10 +3*3= -10+9=-1

A5= -10 +(5-1)3 = -10 +4*3= -10+12= 2

A6= -10 +(6-1)3 = -10 +5*3= -10 + 15 = 5

You are watching: Graph the first six terms of a sequence where a1 = 3 and d = −10.

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liberstina <14>7 months ago
4 0
It will certainly be a1 times D
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