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tyler tucker

tyler t.

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Question 3 4 pts 1 Details A bag of M&M's has 2 red, 5 green, 3 blue, and 4 yellow M&M's. Suppose you randomly select two M&M's from the bag one at a time. Suppose you replace the first M&M before selecting the second one. Find each probability as a fraction in simplest form. a) the probability both M&Ms are yellow. b) the probability that the first M&M is yellow and the second M&M is red. Suppose you DO NOT replace the first M&M before selecting the second one. Find each probability as a fraction in simplest form. a) the probability both M&Ms are yellow. b) the probability that the first M&M is yellow and the second M&M is red.

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What does the equity theory suggest happens in long term couples vs short term ones?

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What is the function of carbohydrates in cells? Group of answer choices They are used for storage They are used for energy They are used in the formation of some cell walls They are used in the construction of DNA and RNA All of the above

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1. Financial Ratios: Calculate the quick ratio for a company with current assets of $300,000, inventory of $100,000, and current liabilities of $150,000. 2. Income Statement Analysis: If a company's total revenue is $800,000, cost of goods sold is $300,000, operating expenses are $200,000, interest expense is $20,000, and taxes are $50,000, what is the net income?

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For a pure monopoly to exist, there must be limited sellers in a particular industry. only one seller, therefore no industry. a few sellers in a given industry. a single seller in a particular industry.

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9. [0/11.12 Points] DETAILS PREVIOUS ANSWERS SCALCET8 6.4.028. MY NOTES ASK YOUR TEACHER PR A tank is is half full of oil that has a density of 900 kg/m³. Find the work $W$ required to pump the oil out of the spout. (Use 9.8 m/s² for $g$. Assume $r = 12$ m and $h = 4$ m.) $W =$ Need Help? Read it Submit Answer J h

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Which distribution do you use to answer each research question? b What proportion of students like math? a. t-distribution b How tall are Shoreline students? b. z-distribution What percentage of students are from the Seattle Area? How much time do students spend each week on homewor? In which scenario does the test statistic t=2.95 have a larger p-value? not enough information to tell n = 19 n = 8 A bookstore has a population of 5725 books. We repeatedly sample 5725 books and measure \bar{x}, the sample mean number of pages. What is the standard deviation of the distribution of \bar{x}? In which scenario does the test statistic t=2.61 have a larger p-value n = 22 n = 13 not enough information to tell Which of the following descriptions best describe the meaning of alpha in a Hypothesis test for two populations? The probability that you see a sample as or more rare than yours, assuming the null hypothesis is true. The probability of making a Type II error if the null hypothesis is true The probability of rejecting the null hypothesis. The probability of making a Type I error if the null hypothesis is true.

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For the statement below, write the claim as a mathematical statement. Use proportions to state the null and alternative hypotheses, and identify which represents the claim. According to a recent survey, 69% of college students used student loans to pay for college. Let p be the proportion of college students who used student loans to pay for college. What is the claim as a mathematical statement? A. $p < 0.69$ B. $p = 0.69$ C. $p \neq 0.69$ D. $p \leq 0.69$ E. $p \geq 0.69$ F. $p > 0.69$ Determine the null and alternative hypotheses. $H_o: p$ $0.69$ $H_a: p$ $0.69$ Identify whether the null or alternative hypotheses is the claim. Choose the correct answer below. A. The alternative hypothesis $H_a: p < 0.69$ is the claim B. The alternative hypothesis $H_a: p > 0.69$ is the claim C. The alternative hypothesis $H_a: p \neq 0.69$ is the claim. D. The null hypothesis $H_o: p \leq 0.69$ is the claim E. The null hypothesis $H_o: p = 0.69$ is the claim. F. The null hypothesis $H_o: p \geq 0.69$ is the claim

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Q1) Define pump and types with brief description. CO2(g) + 4H2(g) \rightarrow 2H2O(g) + CH4(g)

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3 Selecting the best attribute at each node during decision tree learning is done by computing information gain of each attribute IG(A), and selecting the attribute with highest info. gain. Assume S is the complete sample at a certain node, Sv is the subsample having all examples with the same value for the attribute being evaluated, and H is the entropy function. Which of the following formulas correctly computes information gain? A. IG(A)= H(Sv) - ? (Sv/S) H(Sv) B. IG(A) = H(S) - ? (Sv/S) H(Sv) C. IG(A) = H(S) - ? (S/Sv) H(Sv) D. IG(A) = H(Sv) - ? (S/Sv) H(S) ? You are asked to design a two-input perceptron that implements the Boolean function ~X1 OR X2 (not X1 OR X2). Assume the independent weight is always +0.5 (assume WO=+0.5). Which of the following values for W1 and W2 are valid (effectively implement the function)? A. W1 = -0.6, W2 = 0.5 B. W1 = 0.1, W2 = -0.4 C. W1 = -0.4, W2 = -0.4 D. W1 = -0.4, W2 = 0.1

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