Q and A for the topic: General

5 examples ADDING VECTORS BY THE GRAPHIC AND ANALYTICAL METHOD

0. Suppose that we know the standard deviation of a population is σ = 10, and we’re testing the following hypothesis using a sample size of 100: H0 : µ = 25 H1 : µ ̸= 25 If the actual population mean was µ = 26 what is the probability that we make a Type II error at a level of significance of α = 0.1?

Word Count: 1200-1500 words * Submission of a weekly journal entry for Weeks 1 to 11 * Reflective summary on discussions, role plays and other activities, group processes and learning in class up to and including week 11 of trimester. You must demonstrate your understanding of the principles and stages of case management. Your written journal should include at least 8 (scholarly) journal articles read, in addition to any textbook references. The format of your journal will be discussed in greater detail during tutorials. Do NOT utilise sources such as www.tutor2u.com and other such web materials as these in no way constitute academic references for the purpose of your assignments. If you rely on such sources for theoretical support you will be deemed NOT to have met the requirements of the assessment. The rubric is contained in the unit outline. Principle of case management

A soft drink machine outputs a mean of 25 ounces per cup. The machine’s output is normally distributed with a standard deviation of 2 ounces. What is the probability of filling a cup between 21 and 26 ounces?

9x-2- 3x+4 = 0

The probability that Maria is carrying the Language and Literature book is 45% and that she is carrying the Economy is 60%. The probability that he carries at least one of the two books is 80%. a) What is the probability that he does not have any books? b) If you have brought the Language and Literature book, what is the probability that you have not brought the Economics book?

68fivifed by what equals 3

105 cancer patients survived out of 125 total patients. Determine the proportion

The half life of radioactive potassium is 1.3 billion years. If 10 gram is present now,how much will be present in 100 years?

solve integral step by step with explanations of an integral with upper limit of 9 and lower of 4. (2-sqrt(x))/(3-x)

The Covid test performed best eight days after infection, but even then, had a false negative rate of 20%, meaning 20 in 100 people who truly have Covid - had a negative test result. A friend called you and told you that he has Covid. You met 8 days ago. Your Covid test was negative, but you decided to do one more test-just in case. The second test was also negative. What are the chances that both tests performed on 8th day after exposure to infection were false negative?

If log base 2 (3) + log base 3 (4) + ...... log base x (x+1) = 7, what is x?

What is the Slope and Y-intercept of this chart? x y 4 10.96 5 10.1 6 9.94 7 9.68 8 9.42 9 9.16 10 10.8 11 9.64 12 11.58 13 10.22 14 12.36 15 13

The probability of being cured following treatment with an antibiotic treatment regimen is 95%. Calculate the probability that a group of 15 patients treated according to the regimen will ALL be cured

Solve the following Exercises (Value 10 Points) 1. Given the following data, determine the Values of K and L that optimize the Production Function: Qx = 2K + 4L + KL Y 40 = 2K + 4L

You plan to save $1,250 at the end of each of the next three years to pay for a vacation. If you can invest it at 7 percent, how much will you have at the end of three years?

we collect around 1000 seeds per sunflower. A sunflower seed weighs about 0.05 grams. approximately 25 liters of oil are extracted from 100 kilograms of sunflower seeds. Lénaïc uses 3 tablespoons of his salad sauce (for 6 people). The content of 6 tablespoons of oil is approximately equal to 1 deciliter. How many sunflowers do you need to plant to produce the oil needed to make salad dressing? can I have the explanation with the answer?

Find two nonnegative numbers x and y for which x+3y=30, such that (x^2)y is maximized

Deposits of $850 at the end of every three months for 12 years are made into an account bearing interest at 4.8% compounded quarterly (a) What is the accumulated value of the annuity?

Solve the following logarithmic equation for the unknown: ln(3x)−2.7=2.25 The answer is: x= 47.746 (round your answer to 2 decimal places)