Table of Contents
Piecewise Function Definition
A piecewise function is a function that is defined by a set of discontinuous points, or “pieces.” Each piece is defined by a specific equation.
For example, the function y = x2 can be broken into three pieces:
y = x2 when x is less than or equal to zero
y = (x+1)2 when x is greater than zero and less than or equal to one
y = x2 when x is greater than one
How to Find the Domain of a Piecewise Function
To find the domain of a piecewise function, you need to find the domains of each of the individual pieces and then union them together.
Explain in Detail :
The process of photosynthesis is the conversion of light energy into organic matter. The process occurs in the chloroplasts of photosynthetic cells. Light energy is converted into glucose, which is a simple sugar. The glucose is then used to produce other organic molecules, such as proteins, fats, and nucleic acids.
Photosynthesis occurs as follows: light energy is converted into photons. The photons are absorbed by the photosynthetic cells and passed along to the chloroplasts. In the chloroplasts, the photons are converted into energy that is used to produce glucose. The glucose is then used to produce other organic molecules.
