Find the 14th term of the following geometric sequence. 4, 8, 16, 32, ...
2 answers:
Answer:
32768
Step-by-step explanation:
where an stands for the number in the series,
a1 is the first number in the series
and n is the number or the order in which the number in the series we are looking at. r is the ratio.
in this we case we are looking for the 14th number, where n = 14, the first number is 4 and r is the ratio they increase by a factor of 2. so r = 2.
Substituting all of these back into the equations would give us:
<h3>This will give us the answer.
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We have
x>=-2
x<=6
y>=-1
y<=4
using a graph tool
see the attached figure
the solution is the figure of a rectangle <span>limited by points
</span>(-2,-1) (6,-1) (-2,4) (6,4)
the answer is
a rectangle
a parallelogram (rectangles<span> are subsets belonging to the set of </span><span>parallelograms)</span>
x>=-2
x<=6
y>=-1
y<=4
using a graph tool
see the attached figure
the solution is the figure of a rectangle <span>limited by points
</span>(-2,-1) (6,-1) (-2,4) (6,4)
the answer is
a rectangle
a parallelogram (rectangles<span> are subsets belonging to the set of </span><span>parallelograms)</span>