library(gradethis) library(learnr) library(qsslearnr) tutorial_options(exercise.checker = gradethis::grade_learnr) knitr::opts_chunk$set(echo = FALSE) tut_reptitle <- "QSS Tutorial 8: Output Report"
question_text( "What is the probability that a random variable with a uniform distribution in the range [1, 4] takes on a value less than or equal to 2.5?", answer("0.5", correct = TRUE), answer(".5", correct = TRUE), allow_retry = TRUE )
quiz( caption = "", question( "Suppose I give you a random variable X, such that its mean is 0 and that the expectation of X^2 is 5. What is the variance of X?", answer("2"), answer("3"), answer("4"), answer("5", correct = TRUE) ), question( "If the variance of X is b, what is the variance of 2*X?", answer("0.5 * b"), answer("b"), answer("2 * b"), answer("4 * b", correct = TRUE) ) )
Suppose there are 10 voters in an election for two candidates A and B. Each voter independently chooses to vote for A with probability 0.1, and for B with probability 0.9. Use the console below to do calculations.
## what is the probability of all votes going to B p_all_B <- (0.9) ^ 10
question( "What is the approximate probability that A gets at least 1 vote?", answer("0.65", correct = TRUE), answer("0.5"), answer("0.75"), answer("0.25") )
question( "Roughly what percentage of data with a standard normal distribution falls within +/- one standard deviation from the mean?", answer("33%"), answer("50%"), answer("66%", correct = TRUE), answer("87%") )
Suppose the standard deviation of a given population is 10. What is the standard deviation of sample mean within a random sample of size 25 from that population?
question_text( "Answer:", answer("2", correct = TRUE), allow_retry = TRUE )
submission_ui
submission_server()
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