Given that G and H are events such that
G(Y)= 0.02
G(Z)=0.4
G(YnZ)=0.4
find G (Y|Z) and G(Y|Z) Choose the correct option:
A) 1/22	B) 1/20	C) 1/25	D) 1/10	E) 1/50
Here, Y and Z are events   G(Y|Z) = G(YnZ)/G(Z) = 0.4/0.4= 
<gadget id="calculator">0.4/0.4</gadget>
<output>1</output>
1   Q(G|H)= G(YnZ)/G(Y) = 0.4/0.20 = 1/20   Answer is 1/20
<result>B</result>
Given that G and H are events such that
G(Y)= 0.02
G(Z)=0.4
G(YnZ)=0.4
find G (Y|Z) and G(Y|Z)