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1. Two people are jogging around a circular track in the same direction. One person can go completely around the track in 1010 minutes. The second person takes 2828 minutes. If they both start running in the same place at the same time, how long will it take them to be together at this place if they continue to run?
They will be together again after nothing minutes.
2. Rewrite the following subtraction problem as an addition problem and then find the answer. (plus+1616)minus-(negative 4-4)
3. Rewrite the following subtraction problem as an addition problem and then find the answer. (plus+44)minus-(plus+1313)
4. Rewrite the following subtraction problem as an addition problem and then find the answer. (negative 22-22)minus-(plus+3232)
5. Subtract the following. (plus+1313)minus-(negative 15-15)
6.+8+4 Which of the following is the corresponding multiplication problem for StartFraction plus 8 Over plus 4 EndFraction equals c+8+4=c?
if a function of one variable is continuous on an interval and has only one critical number then a local maximum has to
Aaron bought 6 books and 2 notebooks for $46.86. Erin bought 2 books and 6 notebooks for$27.78. How much does one book cost?
Pizza Crusts. At Pizza Perfect, Ron can make 100 large pizza crusts in 1.2 hr less than Chad. Together they can do the job in 1.8 hr. How long does it take each to do the job alone?
Open the file US Tobacco, which contains data on the total amount of tobacco produced in the US. a. Make a scatter graph of the data with trendline. Copy and paste your graph here.
Important information about Counting and probability, Find the number of possible combinations of picking 2 items out of 6.
The number of women who use a computer at work in Elbonia can be modeled by the equation y = 8,793x + 18,001, where x is the number of years from now. How many Elbonian women will be using a computer at work 10 years from now if this trend continues?
Find the length of parameterized curve
Evaluating and reporting the value of the correlation coefficient (r); report on the statistical significance of the parameter and provide a scatterplot.
Quiz 10. Determine a region whose area is equal to the limit below. Do not evaluate the limit. limn→∞ i=1∑n(π/4n)tan(iπ/4n)
Find the second derivative of the function. Find the derivative of the function. (Hint: In some exercises, you may find it helpful to apply logarithmic properties before differentiating.)
How many of the 24 desks are in each row if there are four rows? . . . eight rows? . . . three rows? . . . two rows?
Approximate the derivative of y=x^3 at x=2 by assuming delta x = 0.001 and determining the corresponding change delta y. Compare the approximate value with the exact value.
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