If P(E)=026, P(F)= 0.41, and P(EnF)= 0.16 then find P(EnF). (a) 0.1 (b) 0.01 (c) 0.2 (d) None Answer C D

Find the missing value

If P(A)= 0.2, P(B)= 0.32 Calculate P(A and B)?

Find the missing value

x3-3 5). S dx x11

Let g(x) = 2x and h(x) = x- 5. Find the following. %3D 1 (g + h) 4 (g + h) 4 %3D (Simplify your answer.)

Let f (x) = 3x - 1 and g (a) = (x + 1)? . Find each of the following values. A. (f o g) (-1) = B. (g o f)(-1) = C. (f o f) (2) = D. (g o g) (2) = %3D E. (f o f)(-1)

problem in the image

P₁ = 2,754 0.55D; 2.52C; +252G; + 576PE; + 1,750F; (0.12) (1.1) (135) (200) (450) P₁ = Annual employee health insurance contribution, in real $ D₁ = Annual plan deductible, in real $ C₁ = Copayment amount for outpatient care visit, in real $ G₁ = Gender of employee (G₂ = 1 if female) PE₁ = Dummy for pre-existing condition (PE; = 1 if yes) F₁ = Dummy for family plan (F; = 1 if yes) Use the information above to answer the following question: Interpret the meaning of the estimated coefficient on D₂ where: O The coefficient tells us that increasing the plan's deductible by $1 leads to a reduction in premiums of $55, all else held constant. O The coefficient tells us that increasing the plan's deductible by $1 leads to a reduction in premiums of $2.52, all else held constant. The coefficient tells us that increasing the plan's deductible by $1 leads to a reduction in premiums of $0.55, all else held constant. O The coefficient tells us that increasing the plan's deductible by $1 leads to a…

If P(E) = 0.60, P(E or F) = 0.75, and P(E and F) = 0.10, find P(F). P(F) = (Simplify your answer.)