(c) Find the t-value such that the area left of the t-value is 0.05 with 14 degrees of freedom. [Hint: Use symmetry.] (Round to three decimal places as needed.)

Q: 5. Evaluate: (а) ( 5х* -х-4) dx (b) f( 2x +4)(3x + 6)dx

A: 5. (a) We will evaluate the integral ∫5x2-x-4dx

Q: What is the area of the region in the first quadrant between the x-axis, the graph y = O O Select…

A: The function of the graph is The shaded region starts from  and goes to infinite distance.

Q: Find the TValue such that the area in the right tail is 0.02 with 7° of freedom.

A: Given : The area = 0.02 Degree of Freedom = 7

Q: Estimate the area under the graph in the figure by using the Trapezoidal rule and Midpoint rule.…

A: Trapezoidal rule states that  ∫abfx dx =h2fx0+fxn+2fx1+fx2+...........+fxn-1whereh=b-a2 The Midpoint…

Q: Dilation Rule (centered at origin) Scale factor of k (х, y) - 13. Does the order of transformation…

A: our objective is to complete the table.

Q: find the T value such that the area left of the T value is .025 with 15° of freedom

A: The area of the T value is 0.025.

Q: Find the Value of t for a t-distrubution with 16 degrees of freedom such that the area to the left…

A: t distribution is symmetric about t=0  Here degree of freedom 'n' is 16  For finding t value of t…

Q: Find the area between z= -1.36 and z=1.50

A:

Q: Find the area between two curves. x = y? 2- x = 9 0- + + + 10x 2 -2- 4 6 8 4.

A: The objective is to find the area between two curves.

Q: ² = 2x, x – y = 4.

A: Topic = Application of integration

Q: 3. 2+ 1 -1- 2 3 X

A: Region is bounded in the first quadrant between the x-axis, the graph y=1x2, and x=1

Q: The shape of a dragonfly wing can be roughly modeled by the shape between the curves y = √x and…

A: see the graph of the functions