3) Dila purchased 100 shares of Himalayan Bank stock and 100 shares of Butwal Power Company stock. The probability that the bank stock will appreciate over a year is .70. The probability that the electric utility will increase over the same period is .60. Assume the two events are independent. a) What is the probability both stocks appreciate during the period? b) What is the probability the bank stock appreciates but the utility does not? c) What is the probability at least one of the stocks appreciates?
3) Dila purchased 100 shares of Himalayan Bank stock and 100 shares of Butwal Power Company stock. The probability that the bank stock will appreciate over a year is .70. The probability that the electric utility will increase over the same period is .60. Assume the two events are independent. a) What is the probability both stocks appreciate during the period? b) What is the probability the bank stock appreciates but the utility does not? c) What is the probability at least one of the stocks appreciates?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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someone please answer these questions
![3) Dila purchased 100 shares of Himalayan Bank stock and 100 shares of Butwal Power
Company stock. The probability that the bank stock will appreciate over a year is .70. The
probability that the electric utility will increase over the same period is .60. Assume the two
events are independent.
a) What is the probability both stocks appreciate during the period?
b) What is the probability the bank stock appreciates but the utility does not?
c) What is the probability at least one of the stocks appreciates?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa67304b1-3709-41d7-a763-4eb6f13a6e63%2F5a3959ee-67b5-42a9-af5f-d48972849ff6%2Fl3y0mto_processed.png&w=3840&q=75)
Transcribed Image Text:3) Dila purchased 100 shares of Himalayan Bank stock and 100 shares of Butwal Power
Company stock. The probability that the bank stock will appreciate over a year is .70. The
probability that the electric utility will increase over the same period is .60. Assume the two
events are independent.
a) What is the probability both stocks appreciate during the period?
b) What is the probability the bank stock appreciates but the utility does not?
c) What is the probability at least one of the stocks appreciates?
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