\[ P(\text { master's degree })=0.274 \] Part: 1 / 4 Part 2 of 4 (b) What is the probability that the degree was a doctorate or a degree awarded to a women? \( P( \) doctorate or awarded to woman \( )= \) \( \square \) ? Try one last time Skip Part Recheck Sraw Hill LLC. All Rights R
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- Let \( P(D) \) be the probability of a doctorate degree. - Let \( P(W) \) be the probability of a degree awarded to a woman. Show more…
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Joanna Q.
The table below represents the college degrees awarded in a recent academic year by gender. Degree | Bachelor's | Master's | Doctorate | Total -------------- | ---------- | -------- | --------- | ----- Men | 573,079 | 211,381 | 24,341 | 808,801 Women | 775,424 | 301,264 | 21,683 | 1,098,371 Total | 1,348,503 | 512,645 | 46,024 | 1,907,172 Choose a degree at random. Rounding your answer to three decimal places, find the probability that it is: b. A doctorate or a degree awarded to a woman e. Not a doctorate awarded to a man
Ahmet Y.
The table below represents the college degrees awarded in a recent academic year by gender. $$ \begin{array}{lccc} & \text { Bachelor's } & \text { Master's } & \text { Doctorate } \\ \hline \text { Men } & 573,079 & 211,381 & 24,341 \\ \text { Women } & 775,424 & 301,264 & 21,683 \end{array} $$ Choose a degree at random. Find the probability that it is a. A bachelor's degree b. A doctorate or a degree awarded to a woman c. A doctorate awarded to a woman d. Not a master's degree
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