**Efficiency Ratio and Temperature Data for Steel Immersion in Phosphating Tank***Overview:*The efficiency ratio for steel immersed in a phosphating tank is calculated as the weight of the phosphate coating divided by the metal loss (both in mg/ft²). Data below represents the temperature of the tank along with the corresponding efficiency ratios.**Data Table:**| Ratio | Temp | Ratio | Temp ||-------|------|--------|------|| 2.15 | 181 | 1.07 | 180 || 0.85 | 180 | 1.08 | 180 || 1.43 | 182 | 0.98 | 180 || 0.90 | 181 | 1.24 | 189 || 2.60 | 180 | 1.14 | 174 || 1.49 | 179 | 1.57 | 175 || 2.52 | 177 | 1.45 | 180 || 3.00 | 175 | 1.60 | 185 || 1.87 | 186 | 1.61 | 186 || 3.08 | 182 | 2.13 | 180 |**Stem-and-Leaf Display of Temperature:**(a) Construct a stem-and-leaf display of temperature by splitting the stems. Place leaves 0 to 1 on the first stem, leaves 2 to 3 on the second stem, etc. Enter numbers from smallest to largest. Enter NONE for stems with no values.- **Stem | Leaf**- 17 | - 18 | 1 1 2 0 2 2 0 0 5 - 19 |**Instructions and Observations:**- The distribution of temperatures are mostly around the 180°F mark.- The efficiency ratio shows variance, with some data points being significantly higher.- To create a stem-and-leaf plot manually, truncate the hundreds digit from the temperatures, and then organize leaves on the stems systematically.- Focus on interpreting both efficiency ratio changes and temperature effects from the data for steel processing optimizations. The image contains instructions and a table for creating a stem-and-leaf plot to display efficiency ratio data. Here is the transcription of the text and details of the table:---### Instructions:**Comment on interesting features.**- **The distribution is [Select] and the variation is [Select].****Construct a stem-and-leaf display of efficiency ratio:** (Truncate the hundredths digit and split the stems, placing leaves 0 to 1 on the first stem, leaves 2 to 3 on the second stem, etc. Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.)### Table for Stem-and-Leaf Plot:| Stem | Leaf ||------|-------|| 0 | || 0 | || 0 | || 0 | || 0 | || 1 | || 1 | || 1 | || 1 | || 1 | || 2 | || 2 | || 3 | |- The table consists of two columns labeled "Stem" and "Leaf"- Each "Stem" is a whole number, and "Leaf" is meant to display decimal digits arranged in ascending order for each stem- The instructions are aimed at ordering numbers in a specific format, dividing digits between stemsThis setup is typically used in educational settings to teach students how to summarize data visually through a stem-and-leaf plot, often used in statistics to assess the distribution and variation of a dataset.

The steps to draw a stem and leaf display are given below:Arrange the data in ascending order.Divide each data value in two parts: stem and leaf.A stem contains the first group of digits where the leaf contains the last digit.For example, the first data value of Temp. is 170. The stem is 17 and leaf is 0 that is, 17|0. First data value of the Ratio is 0.84. We will consider only the first digit after the decimal and ignore the second digit. the Stem becomes 0 and leaf becomes 8.Repeat for all data values.Construct a table that represents unique stems in ascending order in one column and leaves corresponding to each stem in another column.to find : a) steam and leaf diagram for temperature and its distribution and variation.b) steam and leaf diagram for efficiency ratio.The stem and leaf plots for Temp. are given below:170, 172, 173, 174, 174, 175, 176, 177, 180, 180, 180, 180, 181, 181, 181, 182, 182, 182, 183, 184, 184, 185, 186, 188 Stemleaf170172 3174 4 5176 717none180 0 0 0 1 1 1182 2 2 3184 4 5186188now draw scatter plot for above steam and leaf diagram as steam(x)no of leaf(y)170172173172170187184183181181The above graph looks like as bell-shape curve .hence distribution may be approximately normal with small variation.The data arrange in assending oder.0.85, 0.85, 0.91, 1.03, 1.04, 1.07, 1.08, 1.30, 1.42, 1.43, 1.45, 1.49, 1.60, 1.61, 1.80, 1.81, 1.87, 1.94, 2.13, 2.15, 2.52, 2.68, 3.01, 3.08 Stemleaf0none0none0none0none085 85 91103 04 07 08130142 43 45 49160 60180 81 87 94213 15 2none2522682none301 083none3none3none3nonea) The stem and leaf diagram are above in step 2 and distribution may be approximately normal with small variations.Stemleaf170172 3174 4 5176 717noneb) the steam and leaf diagram are above in step 3.Stemleaf0none0none0none0none085 85 91103 04 07 08130142 43 45 49160 60180 81 87 94213 15 2none2522682none301 083none3none3none3none