A bag contains 15 dark chocolates, 16 caramel chocolates, and 19 milk chocolates. The probability that Amber’s teacher distributes the chocolates among her students is 0.4.
If the teacher offers Amber a chocolate from the bag, the probability that she randomly picks either a caramel chocolate or a dark chocolate is

To solve, first find the total of all the sweets: 15 + 16 + 19 = 50. Then, add together the caramel chocolates and the dark chocolates: 16 + 15 = 31. To find the probability, set up a fraction with the combinatio nof caramel in dark chocolates in the numerator, and the total in the denominator: 31/50. So, Amber will have a 31 out of 50 chance to randomly pick either caramel chocolate or dark chocolate.

arnavkondhare16 arnavkondhare16 · Answer 2 · 2020-07-31T22:39:03+02:00

arnavkondhare16 arnavkondhare16

31-07-2020

Answer:

31/50

Step-by-step explanation:

If the teacher offers Amber a chocolate from the bag, the probability that she randomly picks either a caramel chocolate or a dark chocolate is 31/50.

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