For the hypothesis H0: mu = 25 and Ha: mu ≠ 25, if the p-value = 0.08 and alpha = 0.05, which, if any, type of error could be made? a.) Both a Type 1 Error and a Type 2 Error

b.) Not enough information

c.) Type 1 Error

d.) Type II Error

We have that the type of error could be made is

Type II Error

From the Question we are told that

it is important to note that

p-value>alpha

Hence we fail to reject the null hypothesis

Now,Type II Error gives null hypothesis H_0 a chance to be false

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The distance the focus is from its center is noted as 'c' .

where  c^2 = a^2 + b^2.

Therefore whichever hyperbola has the largest ' a^2 +b^2 ' will have the largest 'c' value.

A)  8^2 + 7^2 = 113

B)  (19/2)^2 + (11/2)^2 = 120.5

C)  6^2 + 9^2  = 117
 
D) 5^2 + (19/2)^2 = 115.25

Answer is B