Answer:
1. c > 16
2. r < 1
3. y
4. w > -2
5. 15
6. h
7. t < 7
8. j < 2
9. y
10. p
11. I forgot how to do this one.
And sorry I don't have the time to graph it at the moment but I hope this helps at least a little
A series of transformations on quadrilateral S resulted in quadrilateral T.
1 answer:
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The sequence is an arithmetic sequence.
The explicit formula for the given sequence is: a_n = 64-12n
Further explanation:
In order to find if the given sequence is arithmetic or not, the common difference has to be checked. The common difference the the difference between two consecutive terms of an arithmetic sequence.
So,
40-52 = -12
28-40 = -12
16-28 = -12
The common difference is same i.e. d = -12 so the given sequence is arithmetic sequence.
Explicit formula for Arithmetic Sequence:
The general formula for arithmetic sequence is:
As we know
a_1 = 52
and
d = -12
Putting the values in general formula for arithmetic sequence
<u>Keywords:</u> Arithmetic Sequence, Recursive Formula
<u>Learn more about arithmetic sequence at:</u>
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