**Could you give me detailed solutions for these questions?

Suppose an experiment utilizing a random block design has 4 treatments and 10 blocks for a total of 40 observations. Assume that the total Sum of Squares for the response is SS(Total) = 300. If the Sum of Squares for Treatments (SST) is 40% of SS(Total), and the Sum of Squares for Blocks (SSB) is 10% of SS (Total), find the F values for this experiment.

treatments:F = 10.4; blocks: F = 0.87

treatments: F = 5.40; blocks: F = 0.54

treatments: F = 16.67; blocks: F = 5.56

treatments: F = 7.20; blocks: F = 0.60

2.Given that the sum of squares for treatments (SST) for an ANOVA F-test is 9,000 and there are four total treatments, find the mean square for treatments (MST).

1,800

2,250

3,000

1,500

3.Given that the sum of squares for error (SSE) for an ANOVA F-test is 12,000 and there are 40 total experimental units with eight total treatments, find the mean square for error (MSE).

308

400

375

300

4.Given that the mean square for treatments (MST) for an ANOVA F-test is 5,000 and the mean square for error (MSE) is 3,750, find the value of the test statistic F.

.750

1.25

1.33

.800