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A box contains 15 resistors, 6 diodes, and 9 capacitors. 1. 2 parts are taken from the box. Consider the following events: A) the first part is resistor B) the first part is diode C) the first part is capacitor Find the following probabilities a) p(A)-? g) p(E/A)=? h) p(E/B)=? D) the second part is resistor E) the second part is diode F) the second part is capacitor b) p(B)-? c) p(C)-? d) p(D/A)-? e) p(D/B)-? f p(D/C)-? ) p(F/C)-? İ) p(EC)-1 j) p(F/A)=? k) p(FB)-1 . Find probabilities to take a) 2 resistors We have taken 2 parts form the box. What are probabilities that we have taken a) at least one resistor b) at least one diode b) 2 diodes c) one diode and one capacitor c) at least one capacitor

Probability theory question, please help solve in full so I can understand as well. Thank you!! (will give positive rating)

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