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TRANSFORMATION OF FUNCTIONS
Dilation: y=ax^2
Compare parabola by changing x-coefficient and constant
Comparing parabola
Reflection of y=e^x
Translation: Change Inside the Modulus
Compare: y=sinx, y=sin(x-a), y=bsin(x-a), y=bsin(x-a)+c
Reflection of y^2 =ax
Translation: By Changing the constant.
Compare y= bsinax with y = sinx
Reflection of x^2 = ay
TRANSFORMATION OF FUNCTIONS
Autor:
D.Vasu Raj
Thema:
Streckung
,
Funktionen
,
Parallelverschiebung oder Translation
Reflection, Translation and Dilation given in visual form. Also comparing functions by changing co-efficients are given clearly.
Dilation: y=ax^2
Compare parabola by changing x-coefficient and constant
Comparing parabola
Reflection of y=e^x
Translation: Change Inside the Modulus
Compare: y=sinx, y=sin(x-a), y=bsin(x-a), y=bsin(x-a)+c
Reflection of y^2 =ax
Translation: By Changing the constant.
Compare y= bsinax with y = sinx
Reflection of x^2 = ay
Weiter
Dilation: y=ax^2
Neue Materialien
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רישום חופשי
Classifying Triangles
גיליון אלקטרוני להעלאת נתוני בעיה ויצירת גרף בהתאם
Entdecke Materialien
Perpendicular Bisector Theorem
Parallel lines
medians manuel velazquez
Finding the center of dilation
Q4 MEI Practice Qs
Entdecke weitere Themen
Winkel
Wurzel
Polygone und Vierecke
Höhenschnittpunkt
Ober- und Untersumme oder Riemann-Summe
