There are 2 questions. First picture is the first part of question 1, second picture is the answer choices of question 1.

Two independent samples are taken from two approximately normal populations to test Ho:M1 = (2 versus HA: M # H2 If the t-test statistic is t=1.803 with df=25, which of the following is the correct conclusion at the 10% level?Do not reject the null hypothesis and conclude that there is no evidence the true mean of the first population is different than that of the second. The probability of getting a difference as extreme as t=0.10 if the null hypothesis is true is 1.803. Do not reject the null hypothesis and conclude that there is evidence the true mean of the first population is different than that of the second. O Reject the null hypothesis and conclude that there is no evidence the true mean of the first population is different than that of the second. O Reject the null hypothesis and conclude that there is evidence the true mean of the first population is different than that of the second.A randomized experiment was performed to determine whether two fertilizers, A and B, give different yields of tomatoes. A total of 33 tomato plants were grown; 14 using fertilizer A and 19 using fertilizer B. The distributions of the data did not show marked skewness and there were no outliers in either data set. The results are below. Is there evidence of a significant difference between the tomato yields based on the fertilizer brand? Fertilizer Fertilizer B A Average number of 18.4 19.1 tomatoes per plant Standard deviation 3.2 4.7 Number of plants 14 19)There is evidence of a statistically significant difference in the yields between fertilizers A and B since 0.05

0.15. There is evidence of a statistically significant difference in the yields between fertilizers A and B since p