↳. Independent trials, each resulting in a success with probability p, are per- formed until k consecutive successful trials have occurred. Let X be the total number of successes in these trial, and let P₁ = P(X = n). (a) Find Pk. (b) Derive a recursive equation for the Pñ, n ≥ k, by imagining that the trials continue forever and conditioning on the time of the first failure. Verify your answer in part (a) by solving the recursion for Pk. (d) When p= .6, k = 3, find Pg. (c)

Q: please explaine how to get 42?

A:

Q: Let f(z)= z* –4z° +11z? -14z+10. Given that 1+i is a zero of f, find the other zeros of f.

A:

Q: Pls help ASAP on all asked questions

A: Recall the following form of sinusoidal function:f(x)=Asin(T2π​x) Where:A is the amplitudeT is the…

Q: please look at picture

A:

Q: 245,4

A: Given that 245u4v4

Q: Find  div(40, 7)=?

A: Let's find.

Q: Pls help ASAP on all asked questions

A:

Q: R 22 Y 26 O RS = 18 %3D O RS = 24 %3D O RS = 20 O RS = 16 %3D

A:

Q: simplify. i^35

A:

Q: Pls help ASAP on all asked questions.

A: Step 1:

Q: Solve 10. 8x *Preview

A: Solve the equation 1/8x = –10 for x.

Q: Pls help ASAP on all asked questions

A: Step 1:Step 2:

Q: if <EDF = 88 degrees and <CDE =110 degrees, find <FDC.

A:

Q: Pls help ASAP on all asked questions

A: To determine the solutions to the equation cot2x=5−3cotx for 0≤x≤2π, we first let u=cotx.…