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Rewrite the statement in mathematical notation. (Let T be the average global temperature, q be the number of Bermuda shorts sold per year, and t be time.)
The average global temperature is 58°F and rising by 0.2°F per decade. How fast are annual sales of Bermuda shorts increasing?
you decide to invest 15000 into a bank account that that is compounding its interest monthly. assuming the bank is
find the rate at which the water is leaking out if the water level is falling at the rate of 0.1 meter per hour.
What is the temperature of the coffee after 16 minutes?
They decide to rent the copier, but must stay within a budget of $2400 for copies. Determine (in terms of an inequality) the number of copies they can make and still remain within budget
A book company spends $1,000 per week on rent for its factory. Each book made at the factory requires $2 worth of paper and $8 worth of labour and energy. Answer the following questions assuming that the factory produces 500 books per week.
A person is given 4 coins each with equal and independent probabilities of being a nickel , a penny, a dime or a quarter. What is the probability the person has been 37 cents
Find the volume of a solid generated by revolving the region enclosed
A rectangular swimming pool 16 m by 11 m is being filled at the rate of 0.4 m3/min. How fast is the height h of the water rising?
In order to divide polynomials, put your divisor on the left side and arrange your algebra tiles into a rectangular array so that the left edge matches your divisor. You may need to add zero pairs to complete your model. Ex. What is the factor acr..
The electricity costs of a business increased from $15,000 one year and $16,000 the next. To the nearest whole percent, what was the rate increase?
when x15 - 1 is divided by Xm - 1for m = 1, . . . . 14. Why do all the remainders have no more than two terms? What other patterns are there? Why do they occur? What would happen if 15 was replaced by another number?
in each of the following situations state whether or not the given assignment of probabilities to given outcomes is
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