Math

so what I don't get is why we have to learn probability; it's not like there's an everyday use for it, and not everybody is going to be a Weatherman/girl.

  1. 👍
  2. 👎
  3. 👁
  1. Did you know that the word in your name is spelled Awesome?

    You can make that argument about almost everything you study in school. We do not have a crystal ball showing exactly what everyone needs to know for the next 60 years or so.

    Read this for some ideas about the uses of probability.

    https://www.bartleby.com/essay/Probability-in-Everyday-Life-and-in-The-F39DGD4C8B6A

    1. 👍
    2. 👎
    👤
    Ms. Sue
  2. Because the teachers said, "Let there be useless math." and there was useless math.

    1. 👍
    2. 👎

Respond to this Question

First Name

Your Response

Similar Questions

  1. Genetics

    Phenylketonuria, a Metabolic disease in humans, is caused by a recessive allele, k. If two heterozygotes marry and plan a family of six children: a)what is the probability that all will be unaffected? b)what is the probability

  2. statistics

    The below table shows the probabilities generated by rolling one die 50 times and noting the up face. What is the probability of getting an odd up face? roll 1 Probability 0.22 roll2 probability 0.10 roll 3 probability 0.18 roll 4

  3. Math pls help me

    A dance school has 54 students who learn salsa and 23 of those students also learn ballet. There are 15 students who do not learn salsa but learn ballet and 10 students do not learn either salsa or ballet. Which table best shows

  4. math

    A six-sided, fair number cube is rolled 100 times as part of an experiment. The frequency of the roll of the number 3 is 20. Which statement about rolling a 3 is correct? The theoretical probability is 1/6. The experimental

  1. Probability

    Roll two fair dice. what is the probability that you get a 2 and a 5 without regard to which is on which die? What is the probability of at least one 2 or one 5? What is the probability of a sum of 7? "what is the probability that

  2. Math

    The table below shows the results of flipping two coins. how does the experimental probability of getting at least one tails compare to the theoretical probability of getting at least one tails Outcome: HH HT TH TT # of times

  3. English

    1. After school, I go to a taekwondo center to learn taekwondo. 2. After school, I go to a taekwondo studio to learn taekwondo. [Which noun do we have to use? Do you have some more expressions?] 3. After school, I go to an

  4. Math (statistics)

    The probability of obtaining heads on a biased coin is 0.4. The coin is tossed 600 times. a. i. Write down the mean number of heads (240) ii. Find the standard deviation of the number of heads (12) b. Find the probability that the

  1. Pre-calc

    1. Find the equation for a quadratic function whose vertex is (2,5) and whose graph contains the point (-8,15). 2.What are the x- and y- intercepts for y=2x^2+x-6 Plesee explai. I want to learn to learn how to do them.

  2. STATISTICS

    A salesperson contacts eight potential customers per day. From past experience, we know that the probability of a potential customer making a purchase is .05. b.) What is the probability the salesperson will make exactly two sales

  3. math

    the probability sue purchases a dress is 3/5. if she does buy a dress, the probability she buys shoes is 5/8. If she does not buy a dress, the probability she buys shoes is 1/4. If you learn Sue bought shoes, what is the

  4. statistics

    Ignoring twins and other mutiple births, assume babies born at a hospital are independent events with the probability that a baby is a boy and the probability that a baby is a girl both equal to 0.5. Referring to the information

You can view more similar questions or ask a new question.