if f(x)=-9x^2-3 and g(x)=x^3 find (fxg)(-3)
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Consider the following problem. Mike and Tim are looking to earn a little extra money. The beach committee offers them the ...
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Consider the following problem. Mike and Tim are looking to earn a little extra money. The beach committee offers them the opportunity off picking up ...
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Responses (100+ words x2): Choose two of your classmates’ posts. Collect your own data and find your own confidence inte ...
100 plus words for each response
Responses (100+ words x2): Choose two of your classmates’ posts. Collect your own data and find your own confidence interval and compare. If, for example, your point estimate is less than your classmate’s point estimate, can you be sure or confident that the corresponding parameter is less? Why or why not, and what could you do to try to figure it out? What impact do the bounds of the intervals have?1st classmate to respond to:I feel that the mean length of sleep of adults per day is around 4.5-5.5 hours. In order to check if this claim is valid, I gathered data from asking relatives, friends, and colleagues. The data are as follows:5, 4.5, 4, 6, 6.5, 8, 7, 4.5, 4, 4, 5.25, 8, 7.5, 7.25, 6, 5.5, 3.75, 4, 8.5, 8,25The sample mean is 5.88 and the sample standard deviation is 1.65. The 95% confidence interval is (5.10, 6.65). However, the sample was not randomly chosen. Furthermore, the values are estimates as they were just asked without them actually getting the mean length of their sleep.2nd classmate to respond to:Working in an elementary school, I took to what I know. I feel the average daily time that is spent working on school work/assignments outside of “working hours” is around 2.5-4 hours. I asked 20 teachers and the data is as follows:2,3,2.5,1.5,4,1,3,2,1.5,2.5,2,3.5,3,4,2,1,3.5,1.5,4,2Mean is: 2.475Population Standard deviation is 0.95 and Population standard variance is 0.91195% confidence interval falls between 2.05865 and 2.89135
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The independent variable in body mass index (BMI) regression analysis would be the level of activity or exercise. The acti ...
Week 8 Discussion
The independent variable in body mass index (BMI) regression analysis would be the level of activity or exercise. The activity level could be defined ...
Properties of Logarithms
Expand the logarithmic expression using the product property of exponents.log4 3yA. 4 log 3yB. log43 + log4yC. log43 � ...
Properties of Logarithms
Expand the logarithmic expression using the product property of exponents.log4 3yA. 4 log 3yB. log43 + log4yC. log43 • log4yD. 3 log4yExpand the logarithmic expression using the quotient property of exponents.log5 (15/4)A. log515 + log54B. log515 - log54C. log54 - log515D. log53.75Expand the logarithmic expression using properties of logarithms.log3 5x^2A. log3 5 + log3 x2B. 2 log3 5 + log3 xC. log3 5 + 2 log3 xD. 2(log3 5 + log3 x)If log6 2 ≈ 0.3869, estimate the value of log6 32.5.333382.7087 1.934512.3808If log4 2 = 0.5 and log4 3 ≈ 0.7925, estimate the value of log4 96.3.29251.98131.98235.7925If log6 2 ≈ 0.3869 and log6 3 ≈ 0.6131, estimate the value of log6 3/2.0.22620.63111-0.2262What is log3 5 + log3^ 2 - log3 10 equal to?A. log3 -3B. -1C. 0D. 1Solve the equation.log2 (y + 2) - log2 (y - 2) = 1y = 6 y = 4y = 2, -2y = -2Solve the equation.log5 64 - log5 8/3+ log5 2 = log5 (4p)p = 15.8p = 1 ⅓ p = 85 ⅓ p = 12Solve the equation.log6 (a + 2) + log6 2 = 2a = 70a = 2a = 16a = 4
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13 pages
Math Answers
1. Each equation below is to be approximately solved using Newton-Raphson method with the given starting value x0, In each ...
Math Answers
1. Each equation below is to be approximately solved using Newton-Raphson method with the given starting value x0, In each case, use technology to ...
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Precalcweek4
Consider the following problem. Mike and Tim are looking to earn a little extra money. The beach committee offers them the ...
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Consider the following problem. Mike and Tim are looking to earn a little extra money. The beach committee offers them the opportunity off picking up ...
100 plus words for each response
Responses (100+ words x2): Choose two of your classmates’ posts. Collect your own data and find your own confidence inte ...
100 plus words for each response
Responses (100+ words x2): Choose two of your classmates’ posts. Collect your own data and find your own confidence interval and compare. If, for example, your point estimate is less than your classmate’s point estimate, can you be sure or confident that the corresponding parameter is less? Why or why not, and what could you do to try to figure it out? What impact do the bounds of the intervals have?1st classmate to respond to:I feel that the mean length of sleep of adults per day is around 4.5-5.5 hours. In order to check if this claim is valid, I gathered data from asking relatives, friends, and colleagues. The data are as follows:5, 4.5, 4, 6, 6.5, 8, 7, 4.5, 4, 4, 5.25, 8, 7.5, 7.25, 6, 5.5, 3.75, 4, 8.5, 8,25The sample mean is 5.88 and the sample standard deviation is 1.65. The 95% confidence interval is (5.10, 6.65). However, the sample was not randomly chosen. Furthermore, the values are estimates as they were just asked without them actually getting the mean length of their sleep.2nd classmate to respond to:Working in an elementary school, I took to what I know. I feel the average daily time that is spent working on school work/assignments outside of “working hours” is around 2.5-4 hours. I asked 20 teachers and the data is as follows:2,3,2.5,1.5,4,1,3,2,1.5,2.5,2,3.5,3,4,2,1,3.5,1.5,4,2Mean is: 2.475Population Standard deviation is 0.95 and Population standard variance is 0.91195% confidence interval falls between 2.05865 and 2.89135
3 pages
Week 8 Discussion
The independent variable in body mass index (BMI) regression analysis would be the level of activity or exercise. The acti ...
Week 8 Discussion
The independent variable in body mass index (BMI) regression analysis would be the level of activity or exercise. The activity level could be defined ...
Properties of Logarithms
Expand the logarithmic expression using the product property of exponents.log4 3yA. 4 log 3yB. log43 + log4yC. log43 � ...
Properties of Logarithms
Expand the logarithmic expression using the product property of exponents.log4 3yA. 4 log 3yB. log43 + log4yC. log43 • log4yD. 3 log4yExpand the logarithmic expression using the quotient property of exponents.log5 (15/4)A. log515 + log54B. log515 - log54C. log54 - log515D. log53.75Expand the logarithmic expression using properties of logarithms.log3 5x^2A. log3 5 + log3 x2B. 2 log3 5 + log3 xC. log3 5 + 2 log3 xD. 2(log3 5 + log3 x)If log6 2 ≈ 0.3869, estimate the value of log6 32.5.333382.7087 1.934512.3808If log4 2 = 0.5 and log4 3 ≈ 0.7925, estimate the value of log4 96.3.29251.98131.98235.7925If log6 2 ≈ 0.3869 and log6 3 ≈ 0.6131, estimate the value of log6 3/2.0.22620.63111-0.2262What is log3 5 + log3^ 2 - log3 10 equal to?A. log3 -3B. -1C. 0D. 1Solve the equation.log2 (y + 2) - log2 (y - 2) = 1y = 6 y = 4y = 2, -2y = -2Solve the equation.log5 64 - log5 8/3+ log5 2 = log5 (4p)p = 15.8p = 1 ⅓ p = 85 ⅓ p = 12Solve the equation.log6 (a + 2) + log6 2 = 2a = 70a = 2a = 16a = 4
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