Find P(μ – 20 < X < μ + 26).

Q: P(x) = %D 1. Let x! and let H=10. Find P(9)

A: To calculate P(9),  We have to substitute all the values in the expression of P(x).

Q: Explain the difference between the two formulas

A: Given : Z= X-μσ  Z=X -μσn We need to tell the difference between the two formulas.

Q: Soluce for dy dx Tn x +Vx y=.

A: we can find the differential using division rules as below

Q: Differentiate. y= In [(x +2)° (x + 5 (x+ 7)°] [In [x+ 2)° (x +5)*(x + 7) ]] =O dx

A:

Q: 2- Let a- 0 Ꮎ f(x|0) 1 Find A = MLE(A). 1 6x(x-1) ~~ 2 2x

A:

Q: Find the z0z0 such that P(−z0<z<z0)=0.582P(−z0<z<z0)=0.582. (Round your final answer to two decimal…

A: P(−z0&lt;z&lt;z0)=0.582

Q: Let f(x) = 3x+ 4x. Evaluate dy when x=2 and dx=0.1

A: Given that fx=3x2+4x To evaluate dy when x = 2 and dx = 0.1.

Q: S. 9 V1-x

A: An integral function is given

Q: 5x*dx V1 – x³ .5

A:

Q: Which graph corresponds to the function given? h(x) = {x², x 1

A: Here we have to draw the graph of the function.

Q: Evaluate J dx √x(1+√x)

A: ∫1udu = lnu +C

Q: Varlx) = µ(t) – HC)

A: Here use variance definition using  moment

Q: 6 continuity:- Test the con tinuity of the following faneti or -27 st #x at x=3 nd x=-3 fcx)

A: First we'll find limits at the respective points and then check for continuity.

Q: 1-ス 17+4 キ文T AND FIMD

A: Given that:x=t+t-1 and y=t2+t-2

Q: Evaluate e dt 0.2

A: We have to use standard gamma integration here.

Q: r(4) r (3.5) ア - x * 」

A: We will solve the problem using GAMMA FUNCTION.

Q: Evaluate f (e* + 2x)² dx

A: We need to evaluate ∫ex+2x2dx. So,                ∫ex+2x2dx=∫ e2x+4exx+4x2dx=∫ e2xdx+∫ 4exxdx+∫…

Q: Given That P(A) = 0.9, P(B) = 0.8 , P(A n B)= 0.75, Find P( B n AC). %3D Select one: O a. 0.25 O b.…

A: Given data,P(A)=0.9P(B)=0.8P(A∩B)=0.75P(B∩Ac)=?

Q: Evaluate 1 dx (x - 2)³

A: we have to solve the integration