Question: The standard deviation (assume that the dataset represents a sample, not a population) of the quantity sold per transaction is ________. Round your answer to
The standard deviation (assume that the dataset represents a sample, not a population) of the quantity sold per transaction is ________.
Round your answer to the nearest whole number, and enter just the number; e.g., enter 71.5 as 72.
| Transaction number | Quantity | Unit price | Total |
| 23 | 149 | $19.08 | $2,842.92 |
| 47 | 149 | $34.19 | $5,094.31 |
| 76 | 147 | $39.51 | $5,807.97 |
| 6 | 146 | $26.50 | $3,869.00 |
| 11 | 145 | $31.59 | $4,580.55 |
| 80 | 144 | $25.35 | $3,650.40 |
| 33 | 142 | $37.66 | $5,347.72 |
| 37 | 140 | $20.60 | $2,884.00 |
| 29 | 139 | $35.56 | $4,942.84 |
| 50 | 139 | $23.63 | $3,284.57 |
| 58 | 138 | $27.55 | $3,801.90 |
| 67 | 138 | $20.53 | $2,833.14 |
| 85 | 136 | $31.82 | $4,327.52 |
| 4 | 135 | $36.52 | $4,930.20 |
| 25 | 135 | $32.38 | $4,371.30 |
| 95 | 135 | $39.62 | $5,348.70 |
| 55 | 134 | $32.12 | $4,304.08 |
| 57 | 132 | $17.44 | $2,302.08 |
| 35 | 130 | $39.23 | $5,099.90 |
| 34 | 129 | $38.06 | $4,909.74 |
| 13 | 128 | $35.99 | $4,606.72 |
| 96 | 126 | $35.36 | $4,455.36 |
| 53 | 125 | $28.58 | $3,572.50 |
| 70 | 122 | $33.43 | $4,078.46 |
| 78 | 120 | $22.40 | $2,688.00 |
| 100 | 120 | $33.78 | $4,053.60 |
| 20 | 118 | $30.81 | $3,635.58 |
| 46 | 118 | $29.14 | $3,438.52 |
| 30 | 114 | $38.92 | $4,436.88 |
| 89 | 113 | $32.29 | $3,648.77 |
| 72 | 112 | $19.82 | $2,219.84 |
| 2 | 110 | $22.68 | $2,494.80 |
| 87 | 106 | $28.49 | $3,019.94 |
| 17 | 104 | $22.55 | $2,345.20 |
| 69 | 101 | $34.04 | $3,438.04 |
| 19 | 100 | $20.04 | $2,004.00 |
| 54 | 100 | $32.98 | $3,298.00 |
| 43 | 98 | $28.63 | $2,805.74 |
| 83 | 98 | $38.76 | $3,798.48 |
| 12 | 97 | $20.70 | $2,007.90 |
| 28 | 97 | $26.87 | $2,606.39 |
| 45 | 97 | $24.48 | $2,374.56 |
| 26 | 95 | $34.21 | $3,249.95 |
| 65 | 93 | $25.10 | $2,334.30 |
| 91 | 93 | $33.51 | $3,116.43 |
| 8 | 92 | $29.92 | $2,752.64 |
| 14 | 91 | $38.48 | $3,501.68 |
| 90 | 89 | $20.62 | $1,835.18 |
| 48 | 88 | $22.96 | $2,020.48 |
| 49 | 88 | $17.40 | $1,531.20 |
| 98 | 87 | $25.64 | $2,230.68 |
| 44 | 85 | $32.39 | $2,753.15 |
| 97 | 85 | $33.44 | $2,842.40 |
| 16 | 84 | $31.21 | $2,621.64 |
| 31 | 83 | $39.77 | $3,300.91 |
| 7 | 81 | $38.76 | $3,139.56 |
| 32 | 81 | $25.48 | $2,063.88 |
| 3 | 79 | $22.84 | $1,804.36 |
| 10 | 75 | $20.35 | $1,526.25 |
| 1 | 73 | $32.41 | $2,365.93 |
| 36 | 71 | $35.38 | $2,511.98 |
| 92 | 71 | $18.95 | $1,345.45 |
| 66 | 70 | $39.56 | $2,769.20 |
| 73 | 70 | $19.08 | $1,335.60 |
| 88 | 70 | $24.42 | $1,709.40 |
| 9 | 69 | $20.93 | $1,444.17 |
| 41 | 67 | $32.32 | $2,165.44 |
| 51 | 66 | $24.81 | $1,637.46 |
| 64 | 66 | $34.73 | $2,292.18 |
| 79 | 66 | $39.72 | $2,621.52 |
| 81 | 64 | $29.06 | $1,859.84 |
| 22 | 63 | $33.95 | $2,138.85 |
| 56 | 62 | $38.24 | $2,370.88 |
| 27 | 60 | $36.79 | $2,207.40 |
| 40 | 60 | $29.31 | $1,758.60 |
| 59 | 60 | $19.46 | $1,167.60 |
| 21 | 58 | $34.82 | $2,019.56 |
| 61 | 58 | $29.08 | $1,686.64 |
| 86 | 55 | $24.60 | $1,353.00 |
| 99 | 55 | $35.06 | $1,928.30 |
| 5 | 54 | $18.31 | $988.74 |
| 84 | 54 | $31.94 | $1,724.76 |
| 77 | 51 | $21.65 | $1,104.15 |
| 18 | 48 | $28.48 | $1,367.04 |
| 68 | 48 | $31.35 | $1,504.80 |
| 82 | 46 | $17.37 | $799.02 |
| 52 | 44 | $37.52 | $1,650.88 |
| 75 | 44 | $17.24 | $758.56 |
| 15 | 43 | $17.36 | $746.48 |
| 39 | 43 | $32.32 | $1,389.76 |
| 38 | 42 | $39.16 | $1,644.72 |
| 62 | 39 | $32.21 | $1,256.19 |
| 71 | 38 | $32.32 | $1,228.16 |
| 24 | 37 | $29.68 | $1,098.16 |
| 60 | 37 | $22.93 | $848.41 |
| 42 | 33 | $32.47 | $1,071.51 |
| 74 | 30 | $26.42 | $792.60 |
| 63 | 26 | $37.43 | $973.18 |
| 93 | 26 | $23.14 | $601.64 |
| 94 | 25 | $26.29 | $657.25 |
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