Generate 100 Samples

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No. of samples:

Generate 1 Sample

Sample size:

\sigma

μ

\bar{x}

s

\mu_{\bar{x}}

\sigma_{\bar{x}}

singlesample

Normal population

Uniform population

Skewed population

n=16

n=25

n=36

n=49

n=64

n=81

n=100

Compare Distributions

\bar{x}:

Submit your Sample

s : 

parameters

Show statistics

Pop params

Show parameters

meanline

Align Means

Concave population

Default Sample Size:

yoursamplestandarddeviation = 3.3
yoursamplemean = 5.5
nsamples = 100
A1 = 0.1
A2 = 0.1
A3 = 0.500000000000001
A4 = 0.500000000000001
A5 = 0.500000000000001
A6 = 0.600000000000001
A7 = 0.800000000000001
A8 = 1
A9 = 1
A10 = 1
A11 = 1
A12 = 1
A13 = 1
A14 = 1.1
A15 = 1.1
A16 = 1.2
A17 = 1.3
A18 = 1.5
A19 = 1.5
A20 = 1.5
A21 = 1.6
A22 = 1.7
A23 = 1.9
A24 = 2
A25 = 2
A26 = 2
A27 = 2
A28 = 2
A29 = 2
A30 = 2
A31 = 2
A32 = 2
A33 = 2
A34 = 2
A35 = 2.5
A36 = 2.5
A37 = 2.5
A38 = 2.5
A39 = 2.6
A40 = 3
A41 = 3
A42 = 3
A43 = 3
A44 = 3
A45 = 3
A46 = 3
A47 = 3
A48 = 3
A49 = 3
A50 = 3
A51 = 3
A52 = 3
A53 = 3
A54 = 3
A55 = 3
A56 = 3.5
A57 = 3.5
A58 = 3.5
A59 = 3.5
A60 = 3.5
A61 = 3.9
A62 = 4
A63 = 4
A64 = 4
A65 = 4
A66 = 4
A67 = 4
A68 = 4
A69 = 4
A70 = 4
A71 = 4
A72 = 4
A73 = 4
A74 = 4
A75 = 4
A76 = 4
A77 = 4
A78 = 4
A79 = 4
A80 = 4
A81 = 4
A82 = 4.1
A83 = 4.1
A84 = 4.5
A85 = 4.6
A86 = 4.70000000000001
A87 = 4.8
A88 = 4.90000000000001
A89 = 5
A90 = 5
A91 = 5
A92 = 5
A93 = 5
A94 = 5
A95 = 5
A96 = 5
A97 = 5
A98 = 5
A99 = 5
A100 = 5
A101 = 5
A102 = 5
A103 = 5
A104 = 5
A105 = 5
A106 = 5.1
A107 = 5.1
A108 = 5.20000000000001
A109 = 5.30000000000001
A110 = 5.40000000000001
A111 = 5.50000000000001
A112 = 5.50000000000001
A113 = 5.50000000000001
A114 = 5.60000000000001
A115 = 5.60000000000001
A116 = 5.70000000000001
A117 = 5.80000000000001
A118 = 5.90000000000001
A119 = 5.90000000000001
A120 = 6
A121 = 6
A122 = 6
A123 = 6
A124 = 6
A125 = 6
A126 = 6
A127 = 6
A128 = 6
A129 = 6
A130 = 6
A131 = 6
A132 = 6
A133 = 6.10000000000001
A134 = 6.20000000000001
A135 = 6.20000000000001
A136 = 6.50000000000001
A137 = 6.50000000000001
A138 = 6.50000000000001
A139 = 6.50000000000001
A140 = 6.60000000000001
A141 = 6.60000000000001
A142 = 6.70000000000001
A143 = 6.70000000000001
A144 = 6.80000000000001
A145 = 6.80000000000001
A146 = 6.80000000000001
A147 = 6.90000000000001
A148 = 7
A149 = 7
A150 = 7
A151 = 7
A152 = 7
A153 = 7
A154 = 7
A155 = 7
A156 = 7.10000000000001
A157 = 7.40000000000001
A158 = 7.50000000000001
A159 = 7.80000000000001
A160 = 7.80000000000001
A161 = 7.90000000000001
A162 = 7.90000000000001
A163 = 8
A164 = 8
A165 = 8
A166 = 8
A167 = 8
A168 = 8
A169 = 8
A170 = 8
A171 = 8
A172 = 8
A173 = 8
A174 = 8.10000000000001
A175 = 8.40000000000001
A176 = 8.50000000000001
A177 = 8.80000000000001
A178 = 8.90000000000001
A179 = 9
A180 = 9
A181 = 9
A182 = 9
A183 = 9
A184 = 9
A185 = 9
A186 = 9
A187 = 9
A188 = 9.10000000000001
A189 = 9.30000000000001
A190 = 9.40000000000001
A191 = 9.50000000000001
A192 = 9.50000000000001
A193 = 9.50000000000001
A194 = 9.70000000000001
A195 = 9.70000000000001
A196 = 9.90000000000001
A197 = 9.90000000000001
A198 = 9.90000000000001
A199 = 9.90000000000001
A200 = 9.90000000000001
PData: {0.1, 0.1, 0.500000000000001, 0.500000000000001, 0.500000000000001, 0.600000000000001, 0.800000000000001, 1, 1, 1, 1, 1, 1, 1.1, 1.1, 1.2, 1.3, 1.5, 1.5, 1.5, 1.6, 1.7, 1.9, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2.5, 2.5, 2.5, 2.5, 2.6, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3.5, 3.5, 3.5, 3.5, 3.5, 3.9, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4.1, 4.1, 4.5, 4.6, 4.70000000000001, 4.8, 4.90000000000001, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5.1, 5.1, 5.20000000000001, 5.30000000000001, 5.40000000000001, 5.50000000000001, 5.50000000000001, 5.50000000000001, 5.60000000000001, 5.60000000000001, 5.70000000000001, 5.80000000000001, 5.90000000000001, 5.90000000000001, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6.10000000000001, 6.20000000000001, 6.20000000000001, 6.50000000000001, 6.50000000000001, 6.50000000000001, 6.50000000000001, 6.60000000000001, 6.60000000000001, 6.70000000000001, 6.70000000000001, 6.80000000000001, 6.80000000000001, 6.80000000000001, 6.90000000000001, 7, 7, 7, 7, 7, 7, 7, 7, 7.10000000000001, 7.40000000000001, 7.50000000000001, 7.80000000000001, 7.80000000000001, 7.90000000000001, 7.90000000000001, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8.10000000000001, 8.40000000000001, 8.50000000000001, 8.80000000000001, 8.90000000000001, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9.10000000000001, 9.30000000000001, 9.40000000000001, 9.50000000000001, 9.50000000000001, 9.50000000000001, 9.70000000000001, 9.70000000000001, 9.90000000000001, 9.90000000000001, 9.90000000000001, 9.90000000000001, 9.90000000000001}
samplesize = 36
samplemeans: {}
counter = 1
classes = 50 (slider from 1 to 50, step 1)
H36 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans, true, -1)
mu = Mean(PData)
muxbar = Mean(samplemeans)
c = Line((mu, 0), (mu, 1))
d = Line((muxbar, 0), (muxbar, 1))
sigma: sqrt(Variance[PData])
sigmaxbar: sqrt(Variance[samplemeans])
singlesample: {}
inputBox1 = Textfield(nsamples)
e = Histogram(false, Classes[PData, 11], singlesample, true, -1)
inputBox2 = Textfield(samplesize)
xbar: yoursamplemean
s: yoursamplestandarddeviation
f = false
text1 = TableText({{"", "Population"}, {"N", 300}, {textmu, mu}, {textsigma, sigma}}, "|_")
text2 = TableText({{"", "One sample"}, {"n", samplesize}, {textxbar, xbar}, {texts, s}}, "|_")
poly1, g, h, i, j = Polygon((10.38, -106.21620915032682), (999.8799999999985, -106.21620915032682), (999.8799999999985, 993.7837908496729), (10.38, 993.7837908496729))
NormalData: {A1, A2, A3, A4, A5, A6, A7, A8, A9, A10, A11, A12, A13, A14, A15, A16, A17, A18, A19, A20, A21, A22, A23, A24, A25, A26, A27, A28, A29, A30, A31, A32, A33, A34, A35, A36, A37, A38, A39, A40, A41, A42, A43, A44, A45, A46, A47, A48, A49, A50, A51, A52, A53, A54, A55, A56, A57, A58, A59, A60, A61, A62, A63, A64, A65, A66, A67, A68, A69, A70, A71, A72, A73, A74, A75, A76, A77, A78, A79, A80, A81, A82, A83, A84, A85, A86, A87, A88, A89, A90, A91, A92, A93, A94, A95, A96, A97, A98, A99, A100, A101, A102, A103, A104, A105, A106, A107, A108, A109, A110, A111, A112, A113, A114, A115, A116, A117, A118, A119, A120, A121, A122, A123, A124, A125, A126, A127, A128, A129, A130, A131, A132, A133, A134, A135, A136, A137, A138, A139, A140, A141, A142, A143, A144, A145, A146, A147, A148, A149, A150, A151, A152, A153, A154, A155, A156, A157, A158, A159, A160, A161, A162, A163, A164, A165, A166, A167, A168, A169, A170, A171, A172, A173, A174, A175, A176, A177, A178, A179, A180, A181, A182, A183, A184, A185, A186, A187, A188, A189, A190, A191, A192, A193, A194, A195, A196, A197, A198, A199, A200}
bounds: {Min[NormalData], Max[NormalData]}
HPop = Histogram(false, Classes[bounds, 11], PData, true, -1)
B1 = 0.2
B2 = 0.2
B3 = 0.2
B4 = 0.3
B5 = 0.3
B6 = 0.4
B7 = 0.4
B8 = 0.500000000000002
B9 = 0.600000000000002
B10 = 0.600000000000002
B11 = 0.700000000000002
B12 = 0.700000000000002
B13 = 0.700000000000002
B14 = 0.800000000000002
B15 = 0.800000000000002
B16 = 0.2
B17 = 0.500000000000002
B18 = 0.4
B19 = 1
B20 = 1
B21 = 1.1
B22 = 1.1
B23 = 1.1
B24 = 1.2
B25 = 1.2
B26 = 1.3
B27 = 1.3
B28 = 1.4
B29 = 1.8
B30 = 1.4
B31 = 1.5
B32 = 1.5
B33 = 1.6
B34 = 1.6
B35 = 1.6
B36 = 1.7
B37 = 1.7
B38 = 1.8
B39 = 2
B40 = 2.6
B41 = 2
B42 = 2
B43 = 2.1
B44 = 2.1
B45 = 2.2
B46 = 2.2
B47 = 2.2
B48 = 2.3
B49 = 2.3
B50 = 3.4
B51 = 2.4
B52 = 2.5
B53 = 2.5
B54 = 2.6
B55 = 2.7
B56 = 2.7
B57 = 2.8
B58 = 2.8
B59 = 2.9
B60 = 2.9
B61 = 3
B62 = 3.1
B63 = 3.1
B64 = 3.2
B65 = 3.2
B66 = 3.2
B67 = 3.3
B68 = 3.3
B69 = 3.4
B70 = 3.4
B71 = 3.5
B72 = 3.5
B73 = 3.6
B74 = 3.6
B75 = 3.7
B76 = 3.7
B77 = 3.8
B78 = 3.8
B79 = 3.9
B80 = 3.9
B81 = 4
B82 = 4
B83 = 4
B84 = 4.1
B85 = 4.1
B86 = 4.2
B87 = 4.3
B88 = 4.3
B89 = 4.40000000000002
B90 = 4.40000000000002
B91 = 4.5
B92 = 4.5
B93 = 4.6
B94 = 4.70000000000002
B95 = 4.70000000000002
B96 = 4.70000000000002
B97 = 4.8
B98 = 4.8
B99 = 4.90000000000002
B100 = 5
B101 = 5
B102 = 5.1
B103 = 5.1
B104 = 5.20000000000002
B105 = 5.20000000000002
B106 = 5.20000000000002
B107 = 5.30000000000002
B108 = 5.30000000000002
B109 = 5.40000000000002
B110 = 5.40000000000002
B111 = 5.40000000000002
B112 = 5.50000000000002
B113 = 5.50000000000002
B114 = 5.60000000000002
B115 = 5.70000000000002
B116 = 5.70000000000002
B117 = 5.80000000000002
B118 = 5.80000000000002
B119 = 5.90000000000002
B120 = 5.90000000000002
B121 = 5.90000000000002
B122 = 6
B123 = 6
B124 = 6.10000000000002
B125 = 6.10000000000002
B126 = 6.20000000000002
B127 = 6.20000000000002
B128 = 6.30000000000002
B129 = 6.30000000000002
B130 = 6.40000000000002
B131 = 6.40000000000002
B132 = 6.50000000000002
B133 = 6.50000000000002
B134 = 6.50000000000002
B135 = 6.60000000000002
B136 = 6.60000000000002
B137 = 6.70000000000002
B138 = 6.80000000000002
B139 = 6.80000000000002
B140 = 6.90000000000002
B141 = 6.90000000000002
B142 = 7
B143 = 7
B144 = 7
B145 = 7
B146 = 7.10000000000002
B147 = 7.20000000000002
B148 = 8.70000000000002
B149 = 7.30000000000002
B150 = 7.30000000000002
B151 = 7.40000000000002
B152 = 7.40000000000002
B153 = 7.50000000000002
B154 = 7.50000000000002
B155 = 7.60000000000002
B156 = 7.60000000000002
B157 = 7.70000000000002
B158 = 7.70000000000002
B159 = 7.80000000000002
B160 = 7.80000000000002
B161 = 7.80000000000002
B162 = 7.90000000000002
B163 = 7.90000000000002
B164 = 8
B165 = 8
B166 = 8.10000000000002
B167 = 8.20000000000002
B168 = 8.30000000000002
B169 = 8.30000000000002
B170 = 8.30000000000002
B171 = 8.40000000000002
B172 = 8.40000000000002
B173 = 8.50000000000002
B174 = 8.50000000000002
B175 = 8.60000000000002
B176 = 8.60000000000002
B177 = 8.70000000000002
B178 = 8.70000000000002
B179 = 8.70000000000002
B180 = 8.80000000000002
B181 = 8.80000000000002
B182 = 8.90000000000002
B183 = 8.90000000000002
B184 = 9.8
B185 = 9.10000000000002
B186 = 9.10000000000002
B187 = 9.20000000000002
B188 = 9.30000000000002
B189 = 9.30000000000002
B190 = 9.40000000000002
B191 = 9.40000000000002
B192 = 9.40000000000002
B193 = 9.50000000000006
B194 = 9.50000000000006
B195 = 9.60000000000002
B196 = 9.60000000000002
B197 = 9.70000000000002
B198 = 9.70000000000002
B199 = 9.80000000000002
B200 = 9.8
UniformData: {B1, B2, B3, B4, B5, B6, B7, B8, B9, B10, B11, B12, B13, B14, B15, B16, B17, B18, B19, B20, B21, B22, B23, B24, B25, B26, B27, B28, B29, B30, B31, B32, B33, B34, B35, B36, B37, B38, B39, B40, B41, B42, B43, B44, B45, B46, B47, B48, B49, B50, B51, B52, B53, B54, B55, B56, B57, B58, B59, B60, B61, B62, B63, B64, B65, B66, B67, B68, B69, B70, B71, B72, B73, B74, B75, B76, B77, B78, B79, B80, B81, B82, B83, B84, B85, B86, B87, B88, B89, B90, B91, B92, B93, B94, B95, B96, B97, B98, B99, B100, B101, B102, B103, B104, B105, B106, B107, B108, B109, B110, B111, B112, B113, B114, B115, B116, B117, B118, B119, B120, B121, B122, B123, B124, B125, B126, B127, B128, B129, B130, B131, B132, B133, B134, B135, B136, B137, B138, B139, B140, B141, B142, B143, B144, B145, B146, B147, B148, B149, B150, B151, B152, B153, B154, B155, B156, B157, B158, B159, B160, B161, B162, B163, B164, B165, B166, B167, B168, B169, B170, B171, B172, B173, B174, B175, B176, B177, B178, B179, B180, B181, B182, B183, B184, B185, B186, B187, B188, B189, B190, B191, B192, B193, B194, B195, B196, B197, B198, B199, B200}
text3 = TableText({{"Sample means"}, {"Sample size", samplesize}, {"No. Samples", counter - 1}, {textmuxbar, muxbar}, {textsigmaxbar, sigmaxbar}}, "|_")
C1 = 0.2
C2 = 0.2
C3 = 0.600000000000001
C4 = 0.600000000000001
C5 = 0.600000000000001
C6 = 0.700000000000001
C7 = 0.900000000000001
C8 = 1.1
C9 = 1.1
C10 = 1.1
C11 = 1.1
C12 = 1.1
C13 = 1.1
C14 = 1.2
C15 = 1.2
C16 = 1.3
C17 = 1.4
C18 = 1.6
C19 = 1.6
C20 = 1.6
C21 = 1.7
C22 = 1.8
C23 = 2
C24 = 2.1
C25 = 2.1
C26 = 2.1
C27 = 2.1
C28 = 2.1
C29 = 2.1
C30 = 2.1
C31 = 2.1
C32 = 2.1
C33 = 2.1
C34 = 2.1
C35 = 2.6
C36 = 2.6
C37 = 2.6
C38 = 2.6
C39 = 2.7
C40 = 2.7
C41 = 2.3
C42 = 2.6
C43 = 2.7
C44 = 2.5
C45 = 2.3
C46 = 2.3
C47 = 2.4
C48 = 2.5
C49 = 3.1
C50 = 3.1
C51 = 3.1
C52 = 3.1
C53 = 3.1
C54 = 3.1
C55 = 3.1
C56 = 3.1
C57 = 3.1
C58 = 3.1
C59 = 3.1
C60 = 3.1
C61 = 3.1
C62 = 3.1
C63 = 3.1
C64 = 3.1
C65 = 3.6
C66 = 3.6
C67 = 3.6
C68 = 3.6
C69 = 3.6
C70 = 3.2
C71 = 3.2
C72 = 3.3
C73 = 3.3
C74 = 3.4
C75 = 3.4
C76 = 3.5
C77 = 3.6
C78 = 3.6
C79 = 3.5
C80 = 3.5
C81 = 3.1
C82 = 3.1
C83 = 3.1
C84 = 4
C85 = 4.1
C86 = 4.1
C87 = 4.1
C88 = 4.1
C89 = 4.1
C90 = 4.1
C91 = 4.1
C92 = 4.1
C93 = 4.1
C94 = 4.1
C95 = 4.1
C96 = 4.1
C97 = 4.1
C98 = 4.1
C99 = 4.1
C100 = 4.1
C101 = 4.1
C102 = 4.1
C103 = 4.1
C104 = 4.1
C105 = 4.2
C106 = 4.2
C107 = 4.6
C108 = 4.70000000000001
C109 = 4.8
C110 = 4.90000000000001
C111 = 5
C112 = 5.1
C113 = 5.1
C114 = 5.1
C115 = 5.1
C116 = 5.1
C117 = 5.1
C118 = 5.1
C119 = 5.1
C120 = 5.20000000000001
C121 = 5.20000000000001
C122 = 5.30000000000001
C123 = 5.40000000000001
C124 = 5.60000000000001
C125 = 5.60000000000001
C126 = 5.60000000000001
C127 = 5.80000000000001
C128 = 5.90000000000001
C129 = 6
C130 = 6
C131 = 6.10000000000001
C132 = 6.10000000000001
C133 = 6.10000000000001
C134 = 6.10000000000001
C135 = 6.10000000000001
C136 = 6.80000000000001
C137 = 6.90000000000001
C138 = 6.90000000000001
C139 = 6.90000000000001
C140 = 7
C141 = 7.10000000000001
C142 = 7.10000000000001
C143 = 7.10000000000001
C144 = 7.10000000000001
C145 = 7.10000000000001
C146 = 2.5
C147 = 2.4
C148 = 2.4
C149 = 2.5
C150 = 2.5
C151 = 2.6
C152 = 2.6
C153 = 3
C154 = 3
C155 = 3.1
C156 = 3.2
C157 = 3.2
C158 = 3.2
C159 = 3.3
C160 = 1.6
C161 = 1.6
C162 = 1.6
C163 = 1.6
C164 = 2.5
C165 = 2.5
C166 = 2.5
C167 = 3.4
C168 = 3.4
C169 = 3.3
C170 = 3.3
C171 = 4.2
C172 = 4.3
C173 = 4.40000000000001
C174 = 7.70000000000001
C175 = 7.50000000000001
C176 = 7.60000000000001
C177 = 7.60000000000001
C178 = 7.70000000000001
C179 = 7.80000000000001
C180 = 7.90000000000001
C181 = 8
C182 = 8
C183 = 4
C184 = 4
C185 = 4.1
C186 = 4.1
C187 = 3.3
C188 = 3.2
C189 = 4.1
C190 = 8.30000000000001
C191 = 8.40000000000001
C192 = 8.50000000000001
C193 = 8.30000000000001
C194 = 8.40000000000001
C195 = 8.70000000000001
C196 = 9.10000000000001
C197 = 8.80000000000001
C198 = 9.20000000000001
C199 = 9.50000000000001
C200 = 9.80000000000001
SkewedData: {C1, C2, C3, C4, C5, C6, C7, C8, C9, C10, C11, C12, C13, C14, C15, C16, C17, C18, C19, C20, C21, C22, C23, C24, C25, C26, C27, C28, C29, C30, C31, C32, C33, C34, C35, C36, C37, C38, C39, C40, C41, C42, C43, C44, C45, C46, C47, C48, C49, C50, C51, C52, C53, C54, C55, C56, C57, C58, C59, C60, C61, C62, C63, C64, C65, C66, C67, C68, C69, C70, C71, C72, C73, C74, C75, C76, C77, C78, C79, C80, C81, C82, C83, C84, C85, C86, C87, C88, C89, C90, C91, C92, C93, C94, C95, C96, C97, C98, C99, C100, C101, C102, C103, C104, C105, C106, C107, C108, C109, C110, C111, C112, C113, C114, C115, C116, C117, C118, C119, C120, C121, C122, C123, C124, C125, C126, C127, C128, C129, C130, C131, C132, C133, C134, C135, C136, C137, C138, C139, C140, C141, C142, C143, C144, C145, C146, C147, C148, C149, C150, C151, C152, C153, C154, C155, C156, C157, C158, C159, C160, C161, C162, C163, C164, C165, C166, C167, C168, C169, C170, C171, C172, C173, C174, C175, C176, C177, C178, C179, C180, C181, C182, C183, C184, C185, C186, C187, C188, C189, C190, C191, C192, C193, C194, C195, C196, C197, C198, C199, C200}
samplemeans16: {}
samplemeans25: {}
H16 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans16, true, -1)
H25 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans25, true, -1)
samplemeans49: {}
samplemeans64: {}
samplemeans81: {}
samplemeans100: {}
H49 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans49, true, -1)
H64 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans64, true, -1)
H81 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans81, true, -1)
H100 = Histogram(false, Classes[{0.1, 9.99}, classes], samplemeans100, true, -1)
b16 = false
b25 = false
b36 = false
b49 = false
b64 = false
b81 = false
b100 = false
bb = false
sigmaxbar16: sqrt(Variance[samplemeans16])
sigmaxbar25: sqrt(Variance[samplemeans25])
sigmaxbar49: sqrt(Variance[samplemeans49])
sigmaxbar64: sqrt(Variance[samplemeans64])
sigmaxbar81: sqrt(Variance[samplemeans81])
sigmaxbar100: sqrt(Variance[samplemeans100])
text4: "\sigma_{\bar{x}}=" + (LaTeX[sigmaxbar16]) + ""
text5: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar25]) + ""
text6: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar]) + ""
text7: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar49]) + ""
text8: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar64]) + ""
text9: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar81]) + ""
text10: "\sigma_{\bar{x}}= " + (LaTeX[sigmaxbar100]) + ""
singlesample16: {4, 9.50000000000001, 7.50000000000001, 3.5, 2, 4, 7.80000000000001, 6.80000000000001, 3, 4, 7.80000000000001, 1.5, 4, 7, 5.80000000000001, 6}
singlesample25: {9.50000000000001, 2, 2.6, 7, 6.50000000000001, 5.60000000000001, 5.90000000000001, 7.90000000000001, 0.500000000000001, 1, 9.10000000000001, 1.5, 6, 4.6, 1.1, 3}
singlesample36: {}
singlesample49: {4, 2, 8.40000000000001, 2.5, 1.5, 2, 5.70000000000001, 1, 4, 1.5, 7, 5.50000000000001, 3.5, 6, 6, 9.50000000000001}
singlesample64: {3, 1.5, 5.70000000000001, 1.5, 3.5, 4.1, 2.5, 1, 8.10000000000001, 7.10000000000001, 2, 7, 6, 7.90000000000001, 9, 4}
singlesample81: {9.30000000000001, 2.5, 3.9, 5.20000000000001, 3, 8.80000000000001, 2.5, 0.1, 5.90000000000001, 3, 6, 5.90000000000001, 7, 2, 8, 5.60000000000001}
singlesample100: {6, 7, 0.1, 3.5, 4, 9.90000000000001, 5.50000000000001, 7.80000000000001, 6.60000000000001, 9.50000000000001, 5, 6.70000000000001, 3.5, 5, 2, 9.90000000000001}
text11: "Sample size: " + samplesize + ""
InputBox1 = Textfield(yoursamplemean)
InputBox2 = Textfield(yoursamplestandarddeviation)
poly2, a, b, k, l = Polygon((10.38, -106.21621), (999.88, -106.21621), (999.88, 993.78379), (10.38, 993.78379))
bparam = false
bpopparam = true
text14: "" + (LaTeX[counter - 1]) + ""
bmeanline = false
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D199: 0.109851
D200: 9.62358
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