Take the population in the table and perform the following (use sampling without replacement and a standard deviation of the recorded amounts of 20),

a. Determine the sample size for a classical statistical sample using mean estimation. Assume a tolerable misstatement of \(\$ 2,000\), a risk of incorrect rejection of 20 percent, and a risk of incorrect acceptance of 10 percent.

b. Take the sample using either systematic or unrestricted random sampling. Assume that the recorded and audited amounts are the same except for the following.

c. Calculate a projected misstatement. Calculate an achieved allowance for sampling risk.

d. Indicate whether the sampling results are acceptable or unacceptable. Explain your reason.

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Number Amount Number Amount Number Amount 123456 218 54 169 107 232 209 55 234 108 231 200 56 190 109 235 196 57 191 110 210 170 58 180 111 190 178 59 181 112 185 7 180 60 182 113 220 8 199 61 209 114 215 9 201 62 208 115 210 10 230 63 214 116 205 11 228 64 188 117 200 12 212 65 193 118 195 13 197 66 196 119 190 14 190 67 194 120 185 15 202 68 202 121 185 16 196 69 207 122 180 17 233 70 206 123 175 18 181 71 184 124 170 19 196 72 182 125 172 20 211 73 178 126 173 21 210 74 175 127 174 22 208 75 209 128 175 23 186 76 213 129 176 24 190 77 215 130 177