Determine whether the results appear to have statistical significance, andalso determine whether the results appear to have practical significance.One of a botanist's hybridization experiments with peas yielded 488 offspringwith 125 of those peas (or 26%) having yellow pods. According to genetictheory, 25% of the offspring peas should have yellow pods.According to genetic theory, 122 of the 488 peas would have yellow pods.The difference between the actual number of peas with yellow pods and theexpected number of peas with yellow pods is pea(s). This differencedoes not appear to be statistically significant.(Type whole numbers.)Does the result have practical significance?This difference does not appear to have practical significance, becausethe difference between the actual number of peas with yellow pods and theexpected number of peas with yellow pods is very small compared to the

Determine whether the results appear to have statistical significance, and also determine whether the results appear to have practical significance. One of a botanist's hybridization experiments with peas yielded 488 offspring with 125 of those peas (or 26%) having yellow pods. According to genetic theory, 25% of the offspring peas should have yellow pods.