'Horizontal shrink' presentation slideshows

Logarithmic Functions

Logarithmic Functions. Objective. To graph logarithmic functions To evaluate logatrithms. The inverse function of an exponential function is the logarithmic function. For all positive real numbers x and b, b>0 and b ?1, y=log b x if and only if x=b y .

462 views • 19 slides

Coordinate Algebra 5.4

Coordinate Algebra 5.4. Geometric Stretching, Shrinking, and Dilations. Stretching/Shrinking. Horizontal. Vertical. Affects the y-values (x, 3y) is a vertical stretch (x, y) is a vertical shrink). Affects the x-values (2x, y) is a horizontal stretch ( x, y) is a horizontal shrink.

269 views • 16 slides

1.2 day 2 Transformations of Functions

1.2 day 2 Transformations of Functions. Page 12. The rules for shifting, stretching, shrinking, and reflecting the graph of a function make it easier to sketch functions by hand. Since we will be frequently using graphs in our study of calculus, we will do a quick review of those rules.

144 views • 13 slides

Section 1-5

Section 1-5. Graphical Transformations. Section 1-5. vertical and horizontal translations reflections across the axes vertical and horizontal stretches and shrinks combining transformations. Vertical and Horizontal Translations. horizontal translations

233 views • 8 slides

1.7 Transformations of Functions

364 views • 8 slides

Section 1.3

168 views • 5 slides