Konfront´s Career Application Process
Welcome to Konfront application process. The following form should take no more than 90 minutes. If you need help, contact us through https://www.konfront.mx/careers . Good luck!
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1. Imagine that you have a box with 30 balls, 16 of them are blue and the rest are purple. If you draw 2 balls at random without replacement, what is the probability that you will have one of each? *
2. If your team in the company consists of 5 men and 5 women, and your manager wants to form a group of 5 people, how many group combinations exist? (Consider that the group cannot be all men or all women)
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3. The sum of consecutive integers from -5 to x is less or equal to 30, find the greatest x that meets the criteria.
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4. You are given a special coin; in one side it has the number 1 and the other it has a 3 on it. If you flip the coin 3 times, what is the probability that the probability that the sum of the numbers obtained will be greater than 4?
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The population of a city was 5 million in the year 2010 and increased to 10 million by 2020. The GDP of this city in 2010 was 3/4 less than the GDP registered in 2020. Calculate the percentage change in the per capita GDP of this city.
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In a bag there are red, blue, yellow and green chips. The ratio between red and blue chips is 5/6 and between blue and yellow chips is 8/3. What is the smallest percentage of green chips that can be in the bag?
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7. On a table are six boxes numbered 1-6. Each box can contain either yellow or green spheres.We know that at least one box has green spheres and that the boxes containing these spheres are ordered consecutively. What is the number of ways this arrangement can be possible?
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8. You invested 100 pesos a few years ago, every year you earn 10% of your initial investment. Today you have withdrawn 35 pesos and there are still 85 pesos left in your account. How many years have passed since you first invested?
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9. A B C D and E are five friends who are in line to buy tickets for their favorite artist's concert. The distance in meters between them is represented in the table below. In what order are they standing in the line?
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10. At Ruth's party they give tickets to buy snacks and soft drinks. A red ticket is worth three blue tickets and each blue ticket is worth two white tickets. What are 120 white tickets worth in terms of other tickets?
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