Question

Please show your work. The answer is only for reference. You have two electrical components of...

Please show your work. The answer is only for reference.

You have two electrical components of two different kinds. The lifetime of the first kind is exponentially distributed with parameter .2 and the lifetime of the second kind is exponentially distributed with parameter .3. If the lifetimes of the two are independent, what is the probability that the first will fail before the second? Answer: .4

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Two components of a minicomputer have the following joint pdf for their lifetimes ? and ?:...
Two components of a minicomputer have the following joint pdf for their lifetimes ? and ?: ?(?, ?) = { ??? −?(1+?) ? ≥ 0, ? ≥ 0 0 otherwise (a) Find the value of ?. (b) What is the probability that the lifetime ? of the first component exceeds 3? (c) What are the marginal pdf’s of ? and ?? Are the two lifetimes independent? Explain. (d) What is the probability that the lifetime of at least one component...
Please show your work. The answer is only for reference. Suppose that an urn contains 7...
Please show your work. The answer is only for reference. Suppose that an urn contains 7 green, 8 red, and 9 yellow balls. You pick a ball at random and replace it. You then do this 9 more times (making 10 times altogether). What is the probability that you selected green 2 times, red 3 times, and yellow 5 times? (Hint: multinomial distribution.) Answer: .0589
The electrical system for an assembly line has four components arranged in two parallel subsystems as...
The electrical system for an assembly line has four components arranged in two parallel subsystems as shown in the diagram below. Each of the four components (labeled 1, 2, 3, 4) are independent and each has a 10% chance of failure. Because the components are independent, the two subsystems (labeled A and B) are also independent. If one component in a subsystem fails, then the whole subsystem fails because the power cannot get through. However, because there are two subsystems,...
A manufacturer of electrical components wants to choose between two types of plastic suitable for their...
A manufacturer of electrical components wants to choose between two types of plastic suitable for their manufacture, the characteristic considered as an important parameter is the breaking stress of the plastic. If you have investigated with two samples one the first of size 10 and the second of 12, whose averages are 162.5 and 155.0 respectively and with standard deviation equal σ1= σ2 = 1.0psi. The company will not adopt the plastic of sample 1 unless the rupture stress of...
Please show work in detail and explain all steps General: Deck of Cards You draw two...
Please show work in detail and explain all steps General: Deck of Cards You draw two cards from a standard deck of 52 cards, but before you draw the second card, you put the f rst one back and reshuff e the deck. (a) Are the outcomes on the two cards independent? Why? (b) Find P(3 on 1st card and 10 on 2nd). (c) Find P(10 on 1st card and 3 on 2nd). (d) Find the probability of drawing a...
Your company buys 500 fluorescent light bulbs from two different suppliers. Supplier A’s bulbs have an...
Your company buys 500 fluorescent light bulbs from two different suppliers. Supplier A’s bulbs have an average lifetime of 2000 hours and supplier B’s bulbs have an average lifetime of 5000 hours. Both suppliers’ bulbs have exponentially-distributed lifetimes. Supplier A provided 60% of the bulbs. 1. After six months of continuous use, how many of Supplier A’s original bulbs are expected to still be working? Round to the nearest tenth 2. After six months of continuous use, how many of...
Please show your work Residents of a small town have savings which are normally distributed with...
Please show your work Residents of a small town have savings which are normally distributed with a mean of $3000 and a standard deviation of $500. (i) What percentage of townspeople have savings greater than $3200? (ii) Two townspeople are chosen at random. What is the probability that both of them have savings between $2300 and $3300? (iii) The percentage of townspeople with savings less than d dollars is 74.22%. Find the value of d.
please only answer if you can do all parts, show work and circle answer part 1)...
please only answer if you can do all parts, show work and circle answer part 1) Use implicit differentiation to find the first derivative of y with respect to x. ln(4y)=5xy dy/dx= part 2) Find dy/dx by implicit differentiation. 3+8x=sin(xy^2) Answer: dy/dx= part 3) Find dy/dx by implicit differentiation. e^((x^2)y)=x+y dy/dx= part 4) Find dy/dx by implicit differentiation. sqrt(x+y)= 9+x^2y^2 dy/dx= part 5) Find dy/dx by implicit differentiation. e^y=8x^2+7y^2 dy/dx=
For each questions, please show me all your work and explain the answer. 1. A rocket...
For each questions, please show me all your work and explain the answer. 1. A rocket is moving at 1/4 c relative to Earth. At the center of this rocket, a light source suddenly flashes. To an observer at rest in the rocket a. the light pulse will reach the front of the rocket at the same instant that it reaches the back of the rocket. b. the light pulse will reach the front of the rocket before it reaches...
Inorganic questions--please show work and only answer if you truly understand it: Please show all work...
Inorganic questions--please show work and only answer if you truly understand it: Please show all work and answers on this page if at all possible. 5. Arrange the following solutions in order of decreasing freezing point, and explain your reasoning: 0.50 m HCl, 0.50 m glucose, 0.50 m acetic acid. 6. The alcohol content of hard liquor is normally given in terms of the “proof”, which is defined as twice the percentage by volume of ethanol (C2H­5OH) present. Calculate the...