Lecture notes for Section 9.2 (Exponential Functions)
... Big Idea: The exponential function is a base raised to a power that is a variable. Big Skill: You should be able to graph an exponential function, solve basic exponential equations, and use exponential function models. Definition: Exponential Function An exponential function is a function of the for ...
... Big Idea: The exponential function is a base raised to a power that is a variable. Big Skill: You should be able to graph an exponential function, solve basic exponential equations, and use exponential function models. Definition: Exponential Function An exponential function is a function of the for ...
Prime Numbers
... We might ask a similar question about prime numbers. Is there some way in which we could find as many prime numbers as we want? Suppose that p and q are both prime numbers, is there some way we could use p and q to find more prime numbers? Later in the semester we will learn about some applications ...
... We might ask a similar question about prime numbers. Is there some way in which we could find as many prime numbers as we want? Suppose that p and q are both prime numbers, is there some way we could use p and q to find more prime numbers? Later in the semester we will learn about some applications ...
Math 75 Notes
... What would you guess the square root is, without using a calculator, for the following? ...
... What would you guess the square root is, without using a calculator, for the following? ...
Math 4: Homework due 21 January
... our usual arithmetic. Multiplicative inverses exist in modulo systems too, for instance 2 times 6 is 12, which is 1 in the modulo 11 system. So 2 and 6 are multiplicative inverses in modulo 11. In class we computed the multiplicative ...
... our usual arithmetic. Multiplicative inverses exist in modulo systems too, for instance 2 times 6 is 12, which is 1 in the modulo 11 system. So 2 and 6 are multiplicative inverses in modulo 11. In class we computed the multiplicative ...
8th-standards
... SPI 806.4.2 Apply the Pythagorean Theorem to find distances between points in the coordinate plane to measure lengths and analyze polygons and polyhedral. 1. Determine how much shorter the length of the hypotenuse is than the sum of the 2 legs. Student must understand what to calculate. 2. Straightf ...
... SPI 806.4.2 Apply the Pythagorean Theorem to find distances between points in the coordinate plane to measure lengths and analyze polygons and polyhedral. 1. Determine how much shorter the length of the hypotenuse is than the sum of the 2 legs. Student must understand what to calculate. 2. Straightf ...
Foundation Mathematics - School of Mathematical Sciences
... numbers are called factors of that product. For example, 2 × 7 = 14. The numbers 2 and 7 are the factors while 14 is the product. Any integer has at least two factors (namely 1 and itself). Some integers have only 1 and itself as factors. These are called prime numbers. For example: 13 = 1 × 13. Oth ...
... numbers are called factors of that product. For example, 2 × 7 = 14. The numbers 2 and 7 are the factors while 14 is the product. Any integer has at least two factors (namely 1 and itself). Some integers have only 1 and itself as factors. These are called prime numbers. For example: 13 = 1 × 13. Oth ...
