dance_sg said:Homework Statement
(-3x^2-15x-12)(√5)
Homework Equations
Quadratic formula?
The Attempt at a Solution
hmm, i know how to solve the first set of bracets, but what do i do with the radical? how do i multiply it to the polynomial?
Function composition is the process of combining two or more functions to create a new function. This new function takes the output of one function and uses it as the input for the other function.
To solve a quadratic formula with radicals using function composition, you would first rewrite the formula in terms of a single variable. Then, you would use the composition of functions to replace the variable with a function, and simplify the resulting function until you can solve for the unknown variable.
The steps for solving a quadratic formula with radicals using function composition are as follows:1. Rewrite the formula in terms of a single variable.2. Replace the variable with a function using the composition of functions.3. Simplify the resulting function.4. Solve for the unknown variable.
Yes, function composition can be used to solve all quadratic formulas with radicals. However, the process may become more complex for certain formulas, and may require multiple compositions of functions to solve.
One limitation of using function composition to solve quadratic formulas with radicals is that it may not always result in an exact solution. In some cases, the resulting function may have complex or irrational solutions that cannot be expressed in radical form.