Question 1: The cumulative distribution function of a continuous random variable X is given by (0, x < -2 Fx(x) = }c(x +2)2,-2 sxS3 1, x > 3 %3D where c is a constant. According to the information given above, find Var(X).

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A: Givenn=3p=0.6x~Binomial(n=3,p=0.6)P(X=x)=(nx)×px×(1-p)n-x    ; x=0,1...,n

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Q: Srj(Φ)\ 'A, B, C S U vO € Fnc(A,B)| vý € Fnc(B,C)| v5 € Fnc(C, A)|A Srj()) → (A = B = C) \Srj(})/

A: Given: ∀A,B,C⊆u∀ϕ∈FncA,B∀ϕ∈FncB,C∀ϕ∈FncC,ASrjϕ∧Srjψ∧Srjξ→A≃B≃C

Q: RNING ACTIVIT

A: mean = 29 std dev = 3.02 i) P(X&lt;37) = P(X&lt;37-293.02)                 =z(37-293.02)…

Q: b. If x = t- 3, find L[(xe

A: Consider the given information. Lxe-x Put the value in the function. Lxe-x=Lt-3e-t+3=Lte-te3-3e-te3

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A: Given,   Tuberculosis (Y)     X-ray (X) No ( - ) Yes ( + ) Total  Negative (-) 2350 20 2370…

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A: Hello! As you have posted more than 3 sub parts, we are answering the first 3 sub-parts.  In case…

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A: Given,2,5,8,11,14Here a0=2d=a1-a0d=5-2d=3we know that ,an=a0+(n-1)dan=2+(n-1)3an=2+3n-3an=3n-1

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Q: What do you understand about inductive learning in terms of type of teaching

A: What do you understand about inductive learning in terms of type of teaching