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In the figure above, what is the value of (R50, C3) ?
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A represents all multiples of 3 from 1 to 50 (inclusive), B represents all multiples of 5 from 1 to 50 (inclusive). How many numbers are there in the set of A and B?
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Given q = (10k-n) / 7, where q is a positive integer, and k , n are positive integers less than 7, what is the maximum value of q?
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One person is prepared to complete 4 tasks, named, A,B,C,D . How many different ways can A be completed before B?
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What is the value of remainder when 2 ^ 5550 is divided by 7?
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A has worked for 18 hours and B has worked for 6 hours. A is three times more efficient than B. So , what the fraction of (A + B) `s total workload is B`s total workload ?
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ABCE and AFCD are two rectangles, E is on FD, AB = 1, BC = 2, What is the area of rectangular AFDC.
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There are three different prices, price B is 10% higher than price A, and price C is 15% lower than price B. What is the ratio of price C to price A?
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It is given that: 2 / k + 4 / m = r / s, where r / s is the fraction in lowest term,
Is s = km?
1. k and m are prime numbers
2. k and m have no common factors except 1.
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There are 5 green balls and 5 white balls in the box, numbered 1.2.3.4.5. Now a white ball and a green ball are taken away. What is the number on the green ball taken?
1: If one ball is selected from the remaining balls, the probability of selecting an even green ball is 1/8.
2: If one ball is selected from the remaining balls, and the probability of taking "4" is 1/4.
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A number can be divided y 2 ^ 7 * 3 ^ 2 * 5 ^ 4 and 3 ^ 4 * 5 ^ 7 * 11 * 13 at the same time. How many common divisors other than 1 such number has at most ?
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The probability that event A will occur is 0.6, and the probability that event B will occur is 0.45. What is the probability that both A and B will occur at same time?
1.Such two events are independent of each other.
2.The probability that neither of A and B will occur at the same time is 0.22
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There are 50 people in total, of which 18% have no cell phone, 20% have no computer, and 4% have neither cell phone nor computer. How many people have both a mobile phone and a computer?
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A composition is 96 pounds and contains W, X, Y, Z, where W:X:Y = 1:3:4, Y:Z = 5:2. how many pounds Y is?
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A person works five days a week with basic salary of $ 70 per day. Then on any day if the sales reach $ 500 , he will be rewarded with 5% of the sales for that day. So did his income last week exceed $450.
1.His sales exceeded$500 for four days in a week
2. One day in a week he sold $ 1500
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There are now 1,000 students, whose average grade is 5 and the standard deviation is 1. So how many students have a grade greater than 4. (68% of the distribution lies within 1 standard deviation of the mean.)
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There is a round table with a radius of 30 inches. A group of people are sitting around and are required to sit at least 30 inches apart. So how many people can sit at most?
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Is the number of the roots of $$x^2-4x+c=0$$ greater than 1?
(1)C≥-4
(2)C≤4
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There are 10 cards numbered 1-10, respectively. 5 different cards are selected randomly from these 10 cards. What is the greatest value of difference between median and mean?
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A square is inscribed with two same circles whose radii are all r. If r=$$\sqrt{2}$$, what is the length of the diagonal of this square?
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