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Question 1042047: Two cards are drawn from a fair deck of cards without replacement. Whats the probability that both cards are Spades?
Link to work, need to find next step.
https://s31.postimg.org/8ckgz1hkb/choices2.png
Click here to see answer by Lillie28(13)  |
Question 1042040: Four men, Mr. Baker, Mr. Carpenter, Mr. Draper, and Mr. Smith, live in Logictown. One is a baker, one a carpenter, one a draper, and one a smith, but none follows the vocation corresponding to his name. A logician tries to find out who is who and obtains the following partially correct information:
Mr. Baker is the smith.
Mr. Carpenter is the baker.
Mr. Draper is not the smith.
Mr. Smith is not the draper.
If it is known that three of the four statements are false, who is the carpenter? (Hint:consider the four possible sets of truth values given for the statements in the table below)
I was given the following table:
Statement|I II III IV
1 |T F F F
2 |F T F F
3 |F F T F
4 |F F F T
If you could please explain everything it will be great because I am really lost
Click here to see answer by solver91311(24713)  |
Question 1042455: Five identical sweatshirts are placed in a bag. A letter is stitched to the back of each shirt; two of the letters are L’s and three are W’s. Chris, Hugo, and Mary each pull out a shirt without looking at it and put it on. Chris can see Mary’s and Hugo’s shirts and correctly deduces, “I cannot tell which letter I have on.” Mary sees only Hugo’s shirt and draws the same valid conclusion. Hugo sees no one’s shirt but uses his logic and is able to tell which letter is on his back. How does Hugo do it? First write a valid argument that involves Chris’s deduction. Then using that conclusion, write a second argument to justify Hugo’s claim. Diagram your arguments.
Click here to see answer by ikleyn(52750)  |
Question 1042674: The Johnson family is installing a round swimming pool in their backyard. Their backyard is 65 feet deep, but Mr. Johnson is planning on adding a deck that is 16 feet deep, and he wants to have at least 30 feet of play area behind the pool. Write an inequality for the possible diameter of the pool, and solve the inequality.
Click here to see answer by stanbon(75887) |
Question 1042754: this is physics:An automobile moving at a constant velocity of 45 ft/s passes a gasoline station. two seconds later, another automobile leaves the gasoline station and accelerates at the constant rate of 6 ft/s^2. how soon will the second automobile overtake the first?
Click here to see answer by ikleyn(52750)  |
Question 1042750: this is physics: A typical jetliner lands at a speed of 1.60 x 10^2 mph and decelerates at the rate of 4.47 m/s^2. if the plane travels at a constant speed for 1.0 s after landing before applying the brakes,what is the total displacement of the aircraft between touchdown on the runway and coming to rest?
Click here to see answer by ikleyn(52750)  |
Question 1042752: You are interviewing an applicant for a sales agent position in your company,based on the company record,almost every company sales agents makes a total of revenue of 150x+x^2 dollar for selling products,if the applicant confidently that he/she can easily mKe at least $10,000 weekly revenues,how many products that he/she to meet this qouta?
150x + x^2 ≥ 10,000
Click here to see answer by josmiceli(19441)  |
Question 1042850: SOLID MENSURATION:a top consist of a spherical segment and a cone.if the altitude of the segment is 1 in,the radius of the common base is 3 in and the altitude of the cone is 6 in find:
a.)the total surface area of the top
b.)the volume of the top
Click here to see answer by Alan3354(69443)  |
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