Sample Exam Key
... We label these points on the number line using an open circle for x = 3 since this is not in the domain, and a closed circle for x = 4. The critical points divide (partition is a nice word) the number line into three sections. Numbers less than x = 3 work in the inequality, as do numbers greater t ...
... We label these points on the number line using an open circle for x = 3 since this is not in the domain, and a closed circle for x = 4. The critical points divide (partition is a nice word) the number line into three sections. Numbers less than x = 3 work in the inequality, as do numbers greater t ...
Ch 5: Integration Ch5.integration
... 3. If you cannot find a satisfactory u BE CREATIVE! Try a trig identity, multiplication and division of the same quantity etc. 4. Try using technology to help solve the antiderivative symbolically. Example v. Evaluate ...
... 3. If you cannot find a satisfactory u BE CREATIVE! Try a trig identity, multiplication and division of the same quantity etc. 4. Try using technology to help solve the antiderivative symbolically. Example v. Evaluate ...
Notes Over 2.2 Identifying Functions
... Not a function, because you could throw your line in 5 times one day and catch 2 fish and another day throw it in 5 times and not catch anything. ...
... Not a function, because you could throw your line in 5 times one day and catch 2 fish and another day throw it in 5 times and not catch anything. ...
2210 fall 2002 Exponential and log functions Exponential functions
... above to write ax = (eln(a))x = e(x ln(a)). Now that we have definition and the basic properties of exponential and log functions, the other basic properties are their rates of growth. According to the formulas above we can express every exponential function in terms of the simplest one ex, so we ma ...
... above to write ax = (eln(a))x = e(x ln(a)). Now that we have definition and the basic properties of exponential and log functions, the other basic properties are their rates of growth. According to the formulas above we can express every exponential function in terms of the simplest one ex, so we ma ...
Infinity + Infinity
... Now, when students discuss infinity, assuming they know no set theory or any of Georg Cantor’s work, they are discussing the cardinality of N, which is defined as |N| = ℵ0 (”alephnaught”). We must consider three concepts before we can make sense of ∞ + ∞ = ℵ0 + ℵ0 . 1) Cantor-Bernstein-Schröeder Th ...
... Now, when students discuss infinity, assuming they know no set theory or any of Georg Cantor’s work, they are discussing the cardinality of N, which is defined as |N| = ℵ0 (”alephnaught”). We must consider three concepts before we can make sense of ∞ + ∞ = ℵ0 + ℵ0 . 1) Cantor-Bernstein-Schröeder Th ...
Function rules and Other Cool Math Stuff
... We have been hired to mow Mrs. Robinson's lawn. She is going to give us a two dollar bonus for starting early. In addition to this she will pay us 3 dollars an hour. What is the function rule for this problem? ...
... We have been hired to mow Mrs. Robinson's lawn. She is going to give us a two dollar bonus for starting early. In addition to this she will pay us 3 dollars an hour. What is the function rule for this problem? ...
Presentation
... amount will you pay in total for the coat (Assume you bought it in California.) • Is this a function? What is the domain and range? Give the symbolic form of the function. If you chose a coat that costs $C, what will be the amount $A that you pay for it? ...
... amount will you pay in total for the coat (Assume you bought it in California.) • Is this a function? What is the domain and range? Give the symbolic form of the function. If you chose a coat that costs $C, what will be the amount $A that you pay for it? ...
![[2015 question paper]](http://s1.studyres.com/store/data/008843333_1-032d74d042ad2dcfc465ad2bbaaa7208-300x300.png)
