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We can add and subtract functions just like we can add and subtract numbers. For instance, if we had two functions, \(f(x)\) and \(g(x)\), we could make two new functions: \((f \ + \ g)(x)\) and \((f \ - \ g)(x)\).
When a function has polynomials, combine the like terms to add or subtract functions.
When evaluating new functions, you should substitute the input value to find the function's value.
When evaluating function notations for a specific input value, substitute the input value into the algebraic expression that defines the function. When figuring out the value of a function notation, the focus is on one input and the output that goes with it. Read More
To plot complex numbers on the complex plane, follow the steps below.
Find out what part of the given complex number is real and what part is imaginary. For example, the real part of \(z \ = \ a \ + \ ib\) is \(a\), and the imaginary part is \(b\).
Make a pair where the first part is real and the second part is imaginary. For example, ...
To order integers and numbers, follow these steps:
First, you should identify the negative numbers from the set. Remember, the farthest the negative number is from zero, the smaller it gets. In other words, the bigger the negative integer, the smaller it is.
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Are you looking for FREE SSAT Upper-Level Math worksheets to assist your students in studying for the SSAT Upper-Level Math exam? If this is the case, you have reached the best place. Read More