Suppose that 75% of science students, 55% of business students, and 35% of humanities students pass a mathematics course. If 20% of the students in the course are science students, 15% are business...

Suppose that 75% of science<br>students, 55% of business students,<br>and 35% of humanities students<br>pass a mathematics course. If 20%<br>of the students in the course are<br>science students, 15% are business<br>students and 65% are humanities<br>students, then the probability that<br>a randomly selected student who<br>has passed the course is a science<br>student is<br>O a. 0.255<br>O b. 0.259<br>O c. 0.514<br>O d. 0.486<br>O e. 0.54<br>

Extracted text: Suppose that 75% of science students, 55% of business students, and 35% of humanities students pass a mathematics course. If 20% of the students in the course are science students, 15% are business students and 65% are humanities students, then the probability that a randomly selected student who has passed the course is a science student is O a. 0.255 O b. 0.259 O c. 0.514 O d. 0.486 O e. 0.54

Jun 02, 2022

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Suppose that 75% of science students, 55% of business students, and 35% of humanities students pass a mathematics course. If 20% of the students in the course are science students, 15% are business...

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