Answer:
[tex]P(A')=0.51[/tex]
Step-by-step explanation:
A rule of complementary events states that:
[tex]P(A)+P(A')=1[/tex]
We know that P(A) is 0.49. Substitute:
[tex]0.49+P(A')=1[/tex]
Subtract 0.49 from both sides:
[tex]P(A')=0.51[/tex]
So, the complement probability to P(A) is P(A'), or 0.51.
And we're done!
