Q: When described as functions can transformations be combined?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

The properties depend on what the transformations are.

some real world problems have more than one answer (output) given one input, these situations can be described by functions

It is calculus. Probability distributions can be described by functions and mathematical manipulation of those functions using algebra - and particularly calculus - enable complicated probabilities to be calculated.

Transformations can translate, reflect, rotate and enlarge shapes on the Cartesian plane.

They are called transformations on the Cartesian plane in the form of translation, reflection, enlargement and rotation

Related questions

Rotations, reflections and enlargements.

Linear

The merging of two transformations is called composition. This involves applying one transformation followed by the other to achieve a single combined transformation.

When you eat candy, the energy transformations involve chemical energy being released through digestion in the body. The carbohydrates and sugars in the candy are broken down into glucose, which is then used by the body as energy for various functions.

Energy transformations are crucial for life because they allow organisms to convert energy from one form to another to perform various functions such as growth, movement, and reproduction. These transformations are essential for maintaining homeostasis and carrying out metabolic processes necessary for survival. Additionally, energy transformations help sustain food chains and ecosystems by transferring energy from producers to consumers.

Transformations can be represented by simple algebraic functions. This allows you to study the transformed figure with ease.

synthesis

To find transformations in an equation, you can look for changes in the coefficients and constants that affect the position, size, or shape of the graph. For example, a coefficient before the x term will affect the stretch or compression of the graph, while a constant added or subtracted will affect the vertical shift. Additionally, changes inside functions (such as squaring or square rooting) can also indicate transformations.

The properties depend on what the transformations are.

suspension

A noun that functions as an adjective in a sentence.

some real world problems have more than one answer (output) given one input, these situations can be described by functions