Geometric Transformations Made Easy

High School
Geometry
High school geometry
Performing transformations

Recent questions in Performing transformations

glasskerfu 2020-11-30

Determine the matrix representation of each of the following composite transformations. A pitch of $90^{\circ}$ followed by a yaw of $90^{\circ}$

aflacatn 2020-11-27

Starting with the function $f (x) = e^{x}$ , create a new function by performing the following transformations.
i. First shift the graph of f (x) to the left by two units.
$f_{1} (x) =$ ?
ii. Then compress your result by a factor of $1 / 7$
$f_{2} (x) =$ ?
iii. Next, reflect it across the x-axis.
$f_{3} (x) =$ ?
iv. And finally shift it up by eight units to create g (x).
g (x) =?

Tobias Ali 2020-11-23

Consider the scatterplot of y versus x in Output B.6 above.
a. Which power transformations on y should be considered to straighten the scatterplot?
b. Which power transformations on x should be considered to straighten the scatterplot?

necessaryh 2020-11-22

Given $f (x) = x^{2}$ , after performing following transformations shift upwards 18 units and shift 89 units to the right, the new function g(x)=?

ankarskogC 2020-11-22

Answer true or false to each of the following statements and explain your answers.
a. In using the method of transformations, we should only transform the predictor variable to straighten a scatterplot.
b. In using the method of transformations, a transformation of the predictor variable will change the conditional distribution of the response variable.
c. It is not always possible to fnd a power transformation of the response variable or the predictor variable (or both) that will straighten the scatterplot.

illusiia 2020-11-22

Functions f and g are graphed in the same rectangular coordinate system. If g is obtained from f through a sequence of transformations, find an equation for g.
(Graph given on the link)

Khadija Wells 2020-11-12

Given $f (x) = x^{2}$ after performing the following transformations shifted upwards 90 units and shifted 87 units to right, the new function g(x)=?

Marvin Mccormick 2020-11-08

Determine the transformations of the function f(x) to get the function $g (x) = 1 / 2 f (5 (x - 3)) - 12$ (The transformations happen in c, b, a, d order)

Lewis Harvey 2020-10-27

In this problem, allow $T 1 : R R 2 \to R R 2 and T 2 : R R 2 \to R 2$ be linear transformations. Find $K e r (T_{1}), K e r (T_{2}), K e r (T_{3})$ of the respective matrices
$A = [(1, - 1), (- 2, 0)], B = [(1, 5), (- 2, 0)]$

Wotzdorfg 2020-10-27

Which of the following is the correct equation used to solve for the measure of each angle? OA.
$m ∠ A - m ∠ B - m ∠ C = 180^{\circ}$ O B. $m ∠ A + m ∠ B - m ∠ C = 180^{\circ}$ O c. $m ∠ A - m ∠ B + m ∠ C = 180^{\circ}$ O D. $m ∠ A + m ∠ B + m ∠ C = 180^{\circ}$
The measure of analeAis Click to select your answer(s). Save for Later 0.
(i) 170
(1) 7
(1) 5
(1) 5
(1) 5
(1) 5

Cheyanne Leigh 2020-10-26

The ratio of the length (including the endzone) to the width of an NFL football field is 2.25. If the perimeter of the football field is 1040 feet, what are the dimensions of the field?

Clifland 2020-10-18

The garden is made up of a rectangular patch of grass and two semi-circular vegetable patches. If the dimensions of the rectangular patch are 16 m (length) and 8 m (width) respectively, calculate: 1) the perimeter of the garden.
2) the total area of the garden.

If you still remember high school geometry, you might know the woes of solving transformation geometry problems like the famous transformation geometry equations that seem impossible to solve no matter what answers you would come up with. Thankfully, these days you can look up various transformation geometry examples and help yourself come up with the solutions to the questions that you have. To understand how it works, think about flipping through pictures online frame after frame, the symmetry of a musical instrument, shoes, an airplane, and many other things that we all use daily.

Step-by-Step Solutions for Transformation in Real-Life Scenarios