logarithm

The value of (-1+v3 i)^(1/3)

let x be a language examination score data. If x~N(60,10^2), find Pr{x>=70)

Let x = 0.1^0.00000001, y = 1.0001^0.001, and z = (E^0.000001) .  Determine the order of these three numbers on the number line, ordering from least to greatest.

FIND ALL VALUES OF POSITIVE INTEGERS OF y IF THE EQUATION IS: y= 3^-^(2x2+...+X^)+3^-{(n-1)(2X₂+...+Xn-1). +...+ 3^-2(2x2)+3^-1 2x₁+...+xn--34 WHERE X19X₂3... Xngh ARE ALSO POSITIVE INTEGERS. 29

LOG Take Test Unit 3 Test d.com/webapps/assessment/take/launch.jsp?course_assessment_id=_415098_1&course_id=_309271_1&new.... Remaining Time: 4 hours, 44 minutes, 03 seconds. Qu Browse Local Files QUESTION 13 Status: A state lottery draws six numbers between 1 and 63. If you wanted to buy every combination possible, how many combinations are there? QUESTION 14 Match each scenario with the counting rule that would be used to solve it. 5 point 4 poin

During the test, the smallest 'volume per breath' is 0.7 liters, and this first happens for a breath that starts 2 seconds into the test. The largest volume per breath is 1.7 liters; this happens for a breath beginning 53 seconds into the test. By creating a math model for this patient's breathing, doctors would have more information to decide if abnormal breathing is happening for the patient during the test**. Note: Let's assume that the patient's breath is steady: that the largest breath is equidistant from the first small breath and the second small breath. a) Find a formula for the function b(t) whose graph models the test data for this patient. b(t) b) If the patient begins a breath every 5 seconds, what are the breath volumes during the first 30 seconds of the test? Hint: Your answer should be a list of numbers. Use the model from part (a) to find your answer(s), and write answers to 2 decimal places. liters **and also, more information to decide if the patient's breathing is…

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