Yeah, that's what I meant.Mark44 said:Just to be clear, S is the quarter plane whose left edge is the y-axis and whose upper edge is the line y = 1, right?
Decimal expansion is the representation of a number in decimal form, using a decimal point and digits to the right of the point to indicate fractions of a whole number.
A function is 1-1 onto, also known as a bijective function, when every element in the domain of the function is paired with exactly one element in the range, and every element in the range has at least one corresponding element in the domain.
Decimal expansion is used to represent the input and output values of a 1-1 onto function. The decimal expansion of the input represents the domain, and the decimal expansion of the output represents the range of the function.
An example of a 1-1 onto function with decimal expansion is f(x) = 2x + 3. For any input value x, the output value will be unique and the function is bijective. The decimal expansion of the input and output values will also show the one-to-one correspondence.
Understanding decimal expansion and 1-1 onto functions is important in science because many scientific processes and phenomena can be represented and analyzed using functions. By understanding these concepts, scientists can better interpret and manipulate data to make accurate predictions and draw meaningful conclusions.