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Let’s check out your problem:
Find the difference between the place values of two
7
s
7 \mathrm{~s}
7
s
in
78
,
65
,
49
,
756
78,65,49,756
78
,
65
,
49
,
756
Arrange the following numbers in ascending as well as descending ord
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Math Problems
Precalculus
Find the sum of an arithmetic series
Full solution
Q.
Find the difference between the place values of two
7
s
7 \mathrm{~s}
7
s
in
78
,
65
,
49
,
756
78,65,49,756
78
,
65
,
49
,
756
Arrange the following numbers in ascending as well as descending ord
Calculate First
7
7
7
:
Now, calculate the place value of the first
7
7
7
.
7
×
10
,
000
,
000
=
70
,
000
,
000
7 \times 10,000,000 = 70,000,000
7
×
10
,
000
,
000
=
70
,
000
,
000
.
Calculate Second
7
7
7
:
Next, calculate the place value of the second
7
7
7
.
7
×
100
=
700
7 \times 100 = 700
7
×
100
=
700
.
Find the Difference:
Find the difference between the two place values.
70
,
000
,
000
−
700
=
69
,
999
,
300
70,000,000 - 700 = 69,999,300
70
,
000
,
000
−
700
=
69
,
999
,
300
.
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What kind of sequence is this?
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2, 10, 50, 250, \ldots
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Choices:Choices:
\newline
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∑
n
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[A]arithmetic
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[B]geometric
\text{[B]geometric}
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[C]both
\text{[C]both}
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\newline
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\newline
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\newline
S
2
=
S_2 =
S
2
=
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\newline
S
3
=
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Find the third partial sum of the series.
\newline
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9
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15
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21
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27
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33
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15
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=
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\newline
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Write your answers as integers or fractions in simplest form.
\newline
S
1
=
S_1 =
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=
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\newline
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2
=
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\newline
1
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3
4
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16
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27
64
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⋯
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\newline
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[A]converge
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