Answer:
The approximate probability of winning 4 games in a row is 0.012
Step-by-step explanation:
From the question, the probability of winning the shell games if you randomly pick is 1 in 3, that is,
P(Win) = 1/3
Now, the probability of winning 4 games in a row will be
P (winning 4 games in a row) = P(winning 1st game) × P(winning 2nd game) × P(winning 3rd game) × P(winning 4th game)
P (winning 4 games in a row) = (1/3) × (1/3) × (1/3) × (1/3)
P (winning 4 games in a row) = 1/81 or 0.012
Hence, the approximate probability of winning 4 games in a row is 0.012
When x = -2, we use the second part of the function, so g(-2)=0.
Similarly, g(4) = -4.
Your answer is 12.4 hope this helps
Area = (bh)/2
b = 19, h = 11
Plug in the value
Area = (19 * 11)/2
Area = 209/2 = 104.5
Solution: 104.5 square inches
When you shift a function, you are moving it.
e.g
f(x) = x * 3
A shift of that function would be g(x) = x * 3 - 2
