An administrator claims that for a particular school, commuters drive on average more than 14.1 miles to get to campus. You decide to test this claim with a random sample of 84 students having a mean of 14.5 miles and standard deviation of 2.7 miles. Test the administrator's claim using a level of significance of a = 0.05. a. Enter the null hypothesis for this test. Ho Select an answer ? b. Enter the alternative hypothesis for this test. H₁: Select an answer ?C c. Is the original claim located in the null or alternative hypothesis? Select an answer

Q: x2 =-169

A: solve x2=-169

Q: 7x+8=-20

A:

Q: 23x-2=16

A:

Q: X+2 4 +7= - x+9 X

A:

Q: 4x + 5 = -7

A: To solve the equation: 4x + 5 = -7

Q: X2 - x -  6 = -6

A: To solve:x2-x-6=-6

Q: y + 9=18

A:

Q: Y+4=15

A:

Q: 2x-1=-7

A:

Q: x2+9x=-14

A: Given equation is x2+9x=-14 The equation can be solved by splitting the middle term.…

Q: 30x + 25 = 85

A: The given equation is 30x + 25 = 85.

Q: 2x-2=4

A: Given,          2x-2=4

Q: Y-12=34

A: Y  - 12= 34 Y         = 34 + 12

Q: answer 3y+8=14

A: The given equation is: 3y+8=14  To find the value of y.

Q: +4dZ

A: Now , we will find the  value of the integration.

Q: 2y=3x-5

A:

Q: -8=-4+v

A: The given equation is,

Q: y+6=20

A: Just subtract 6 from both sides and you'll get value of y.

Q: =-

A: Given, -5x+10=-30

Q: 4d-5=19

A: We have to solve the given equation. The given equation is 4d-5=19.

Q: Evaluate 4a + b - 12 when a = - 1 and b = 2.5

A: See the solution below:

Q: v - -3=9

A: Basic linear equation problem

Q: x2+9x=-14

A:

Q: evaluate 9=4x-1 when y=19

A: Evaluate 9=4x-1 when y=19

Q: Answer Q-3

A: The addition rule of probability states that the probability of either of two mutually exclusive…

Q: 4x - 3 = -13

A: We need to solve the following equation 4x-3 =-13