Lecture notes for Section 13.2
... Now we are dealing with exponential functions, where x is the exponent, so to “undo” these equations and calculate what x is, we take logarithms: y = 2x x = log2 y y = 10x x = log10 y = log y y = ex x = loge y = ln y Facts about the logarithmic function for b > 1: 1. The constant number b is called ...
... Now we are dealing with exponential functions, where x is the exponent, so to “undo” these equations and calculate what x is, we take logarithms: y = 2x x = log2 y y = 10x x = log10 y = log y y = ex x = loge y = ln y Facts about the logarithmic function for b > 1: 1. The constant number b is called ...
Objectives: Assignment: To determine if a P. 48-9: 1-37 odd
... A relation is a function iff no vertical line intersects the graph of the relation at more than one point If it does, then an input has more than one output. Function ...
... A relation is a function iff no vertical line intersects the graph of the relation at more than one point If it does, then an input has more than one output. Function ...
Activity overview - TI Education
... Part 3 – Graph a piecewise function to explore local linearity A function is said to be linear over an interval (i.e. locally linear over a small interval) if the slope is constant. Let’s discover if all functions have a constant slope when they are examined in a small enough interval. x 2, x 2 ...
... Part 3 – Graph a piecewise function to explore local linearity A function is said to be linear over an interval (i.e. locally linear over a small interval) if the slope is constant. Let’s discover if all functions have a constant slope when they are examined in a small enough interval. x 2, x 2 ...
f(x)
... Vertical Line Test Use the vertical line test to determine graphically when you have a function. If you can draw a vertical line and it does not pass through more than one point on the graph, then the graph depicts a function. ...
... Vertical Line Test Use the vertical line test to determine graphically when you have a function. If you can draw a vertical line and it does not pass through more than one point on the graph, then the graph depicts a function. ...
ON THE MOMENTS OF THE SUM-OF
... where 6 1 , 6 2 are continuous nowhere differentiable functions of period 1 and 6 1 is the function that occurred in (1 .2) . This formula can already be found in [4] and Coquet could also establish similar formulae for higher moments but without proving the continuity of the remainder terms . By th ...
... where 6 1 , 6 2 are continuous nowhere differentiable functions of period 1 and 6 1 is the function that occurred in (1 .2) . This formula can already be found in [4] and Coquet could also establish similar formulae for higher moments but without proving the continuity of the remainder terms . By th ...