Abag contains: 10 red, 12 green, 15 blue, 8 red, 12 white, and 7 black. a marble is chosen. find the probabilities of choosing

Solution:

Total Number of marbles in the Bag = 10 red, + 12 green,+ 15 blue,+ 8 red, +12 white, + 7 black= 64 marbles

→Probability of an event =

→Probability of choosing a Red Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=

→Probability of choosing a Green Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=

→Probability of choosing a Blue Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=  

→Probability of choosing a red of another kind(r)  Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=

→Probability of choosing a White Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=

→Probability of choosing a Black Marble from (64 marble=10 R + 12 G + 15 B+8 r + 12 W + 7 B)=

false.

step-by-step explanation:

false.

cavalieri's principle makes that statement about the volumes, not about the areas.

b

step-by-step explanation:

u take $75 minus $60.the anwer/original($75)multiply by 100