1. The time to failure in hours of an electronic component subjected to an accelerated life test is shown below. 127 132 129 128 125 133 136 135 135 138 142 135 124 129 127 140 130 125 128 145 121 133 124 128 134 140 148 141 156 125 129 132 135 133 129 136 146 142 137 129 a) Construct a stem-and-leaf plot for the data b) Construct a histogram for the data c) Construct a dotplot for the data. d) Construct a boxplot for the data. e) Determine the outliers in the data.

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Answer all parts to the question please

1. The time to failure in hours of an electronic component
subjected to an accelerated life test is shown below.
127 132 129 128 125 133 136 135
135 138 142 135 124 129 127 140
130 125 128 145 121 133 124 128
134 140 148 141 156 125 129 132
135 133 129 136 146 142 137 129
a) Construct a stem-and-leaf plot for the data
b) Construct a histogram for the data
c) Construct a dotplot for the data.
d) Construct a boxplot for the data.
e) Determine the outliers in the data.
Transcribed Image Text:1. The time to failure in hours of an electronic component subjected to an accelerated life test is shown below. 127 132 129 128 125 133 136 135 135 138 142 135 124 129 127 140 130 125 128 145 121 133 124 128 134 140 148 141 156 125 129 132 135 133 129 136 146 142 137 129 a) Construct a stem-and-leaf plot for the data b) Construct a histogram for the data c) Construct a dotplot for the data. d) Construct a boxplot for the data. e) Determine the outliers in the data.
Expert Solution
Step 1
Answer-a
I have created stem and leaf plot using R-programming. The R-code and the output if stem and leaf plot is attached below.
 
 

> time<-c(127,132,129,128,125,133,136,135,135,138,142,135,124,129,127,140,130,125,128,145,121,133,124,128,134,140,148,141,156,125,129,132,135,133,129,136,146,142,137,129)
  The decimal point is 1 digit(s) to the right of the |

  12 | 144
  12 | 5557788899999
  13 | 0223334
  13 | 55556678
  14 | 00122
  14 | 568
  15 | 6

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