The formulas for conditional probability are:


.
Since

and

, you have the equation

.
Therefore,

.
Answer: The correct choice is D.
Answer:
well for the 10 it is a 4/52 chance and for face cards, 16/52
Step-by-step explanation:
Answer:
The correct answer is C
Step-by-step explanation:
pls mark brainly
4+(-4)=4-4=0
4*|-2|=4*2=8
-4*|2|=-4*2=-8
|-4|*(-2)=4*(-2)=-8
4+2=6
the highest is 8 or 4*|-2|