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Cranberry Lake, NY Historical Age Data

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ACS 2010-2014 data

Total population: 205

Median Age (see rank)

Cranberry Lake, NY	61.50 years old
New York	38.10 years old
U.S.	37.40 years old

Median Age, Male (see rank)

Cranberry Lake, NY	59.30 years old
New York	36.50 years old
U.S.	36.10 years old

Median Age, Female (see rank)

Cranberry Lake, NY	61.90 years old
New York	39.60 years old
U.S.	38.80 years old

	Cranberry Lake, NY	% of the Total Population	New York	U.S.
Under 5 years	7	3.41%, see rank	5.97%	6.36%
5 to 9 years	6	2.93%, see rank	5.90%	6.51%
10 to 14 years	3	1.46%, see rank	6.07%	6.59%
15 to 19 years	4	1.95%, see rank	6.71%	6.85%
20 to 24 years	15	7.32%, see rank	7.33%	7.13%
25 to 34 years	5	2.44%, see rank	14.09%	13.47%
35 to 44 years	18	8.78%, see rank	13.02%	12.96%
45 to 54 years	19	9.27%, see rank	14.51%	14.09%
55 to 64 years	31	15.12%, see rank	12.35%	12.29%
65 to 74 years	64	31.22%, see rank	7.55%	7.64%
75 to 84	22	10.73%, see rank	4.42%	4.25%
85 years and over	11	5.37%, see rank	2.10%	1.85%

US Census 2010 data

Total population: 200

Median Age (see rank)

Cranberry Lake, NY	51.20 years old
New York	38.00 years old
U.S.	37.20 years old

Median Age, Male (see rank)

Cranberry Lake, NY	49.80 years old
New York	36.30 years old
U.S.	35.80 years old

Median Age, Female (see rank)

Cranberry Lake, NY	52.50 years old
New York	39.40 years old
U.S.	38.50 years old

	Cranberry Lake, NY	% of the Total Population	New York	U.S.
Under 5 years	5	2.50%, see rank	5.96%	6.54%
5 to 9 years	10	5.00%, see rank	6.01%	6.59%
10 to 14 years	6	3.00%, see rank	6.25%	6.70%
15 to 19 years	10	5.00%, see rank	7.05%	7.14%
20 to 24 years	7	3.50%, see rank	7.28%	6.99%
25 to 34 years	19	9.50%, see rank	13.72%	13.30%
35 to 44 years	17	8.50%, see rank	13.47%	13.30%
45 to 54 years	40	20.00%, see rank	14.86%	14.58%
55 to 64 years	32	16.00%, see rank	11.89%	11.82%
65 to 74 years	26	13.00%, see rank	7.02%	7.03%
75 to 84	18	9.00%, see rank	4.47%	4.23%
85 years and over	10	5.00%, see rank	2.02%	1.78%

ACS 2008-2012 data

Total population: 166

Median Age (see rank)

Cranberry Lake, NY	67.00 years old
New York	38.00 years old
U.S.	37.20 years old

Median Age, Male (see rank)

Cranberry Lake, NY	67.20 years old
New York	36.30 years old
U.S.	35.80 years old

Median Age, Female (see rank)

Cranberry Lake, NY	65.50 years old
New York	39.40 years old
U.S.	38.50 years old

	Cranberry Lake, NY	% of the Total Population	New York	U.S.
Under 5 years	5	3.01%, see rank	5.98%	6.51%
5 to 9 years	3	1.81%, see rank	5.97%	6.57%
10 to 14 years	0	0.00%, see rank	6.25%	6.68%
15 to 19 years	4	2.41%, see rank	6.99%	7.09%
20 to 24 years	14	8.43%, see rank	7.27%	7.04%
25 to 34 years	0	0.00%, see rank	13.78%	13.32%
35 to 44 years	11	6.63%, see rank	13.50%	13.34%
45 to 54 years	24	14.46%, see rank	14.74%	14.44%
55 to 64 years	19	11.45%, see rank	11.91%	11.84%
65 to 74 years	68	40.96%, see rank	7.11%	7.12%
75 to 84	10	6.02%, see rank	4.49%	4.25%
85 years and over	8	4.82%, see rank	2.02%	1.78%

ACS 2006-2010 data

Total population: 190

Median Age (see rank)

Cranberry Lake, NY	60.30 years old
New York	37.70 years old
U.S.	36.90 years old

Median Age, Male (see rank)

Cranberry Lake, NY	54.00 years old
New York	36.10 years old
U.S.	35.60 years old

Median Age, Female (see rank)

Cranberry Lake, NY	62.00 years old
New York	39.10 years old
U.S.	38.10 years old

	Cranberry Lake, NY	% of the Total Population	New York	U.S.
Under 5 years	7	3.68%, see rank	6.03%	6.62%
5 to 9 years	6	3.16%, see rank	6.08%	6.62%
10 to 14 years	2	1.05%, see rank	6.45%	6.79%
15 to 19 years	4	2.11%, see rank	7.18%	7.28%
20 to 24 years	21	11.05%, see rank	7.11%	6.98%
25 to 34 years	0	0.00%, see rank	13.54%	13.22%
35 to 44 years	14	7.37%, see rank	14.19%	13.89%
45 to 54 years	38	20.00%, see rank	14.75%	14.57%
55 to 64 years	20	10.53%, see rank	11.39%	11.28%
65 to 74 years	51	26.84%, see rank	6.79%	6.74%
75 to 84	19	10.00%, see rank	4.59%	4.30%
85 years and over	8	4.21%, see rank	1.91%	1.70%

* ACS stands for U.S. Census American Community Survey. According to the U.S. Census, if the date is a range, you can interpret the data as an average of the period of time.