Assume both samples are SRS from the population of one-day-old male chicks. According to the stem plot, can we safely apply the CLT?A) The back-to-back stem and leaf plot shows that both distributions are close to normal. But the sample size is too small, so the CLT will not apply.B) The back-to-back stem and leaf plot shows that both distributions are close to normal. With the sample size we have here, the CLT will apply.C) The back-to-back stem and leaf plot shows that both distributions are far from normal. With the sample size we have here, the CLT will apply.D) The back-to-back stem and leaf plot shows that both distributions are far from normal. The CLT will not apply. **Educational Resource: More Nutritious Corn****Study Context:**Ordinary corn lacks sufficient lysine, an essential amino acid, in animal feed. Researchers have developed corn varieties high in lysine. In an experiment, two groups of 20 one-day-old male chicks were fed different rations for 21 days: one with high-lysine corn and one with ordinary corn. Below are the weight gains (in grams) after 21 days.**Data Analysis Task:**Round the data to the nearest 10 and create a back-to-back stem plot with split stems.**Weight Gains (grams):**- **High-Lysine Corn Group**: - Stem | Leaves - 2 | 7 - 3 | 1, 2, 3 - 3 | 6, 7, 9, 9 - 4 | 0, 0, 0, 1, 2, 2, 2, 3, 3 - 5 | 4, 6, 7The stem plot organizes data by tens (stem) with the units (leaves) representing individual weight gains. This allows for visual comparison of weight distributions between the two chick groups fed different diets. **Data Source:** [ex18-24.xls](#) The image displays a table comparing data from two groups: "Control" in column A and "Experimental" in column B. Here is a transcription of the table data:| **Control** | **Experimental** ||-------------|------------------|| 380 | 361 || 283 | 434 || 356 | 406 || 350 | 427 || 345 | 430 || 321 | 447 || 349 | 403 || 410 | 318 || 384 | 420 || 455 | 339 || 366 | 401 || 402 | 393 || 329 | 367 || 316 | 477 || 360 | 410 || 356 | 375 || 462 | 426 || 399 | 407 || 272 | 392 || 431 | 326 |This table likely represents a dataset for an educational experiment, with quantitative values for two groups under study.

Steam and leaf plot are used to visualize the data by splitting each observation as last digit in leaf and others in stem. It used to explain the shape of the distribution whether they are symmetrical or not. It shows the distribution of data in a bell shaped form then it shows normal approximation. It use quantitative data to plot them. Given : Experimental and control group of one-day-old male chicks is plotted in the stem and leaf graph. From the stem and leaf plot, Control group shows the distribution of data in bell shaped form gives the normal approximately Experimental group shows the distribution of data in bell shaped form gives the normal approximately But, the same of each sample are less than 30 and hence CLT can't be applied. Option A is correct. Incorrect options : Option B - Sample size is small then CLT not applied Option C - No, both are not far from normal Option D - CLT not applied is correct but not they far from normal