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To multiply (2x-3)^2, we have to multiply (2x-3) by itself. We can do that by using the FOIL method: (first, outside, inside, last) (2x - 3) x (2x -... Learn more about this topic: Multiplying Binomials Using FOIL and the Area Method ...
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Rewrite the terms using parenthetical notation. The first monomial is the terms within the parentheses and the second monomial is the two outside terms. The answer to the factoring polynomials with grouping example is (5x – y)(2x – y). Step 7 Multiply the monomials with the FOIL method t...
If you multiply (x+2)(x-2) together using FOIL, you'll end back up with x^2-4. (FOIL: First Outer Inner Last, a way of multiplying two binomials together. Multiply the first terms of the binomials (x and x in this case), then the outer two (x and -2), then the inner tw...
The formal definition of the Power Rule is stated as “The derivative of x to the nth power is equal to n times x to the n minus one power,” when x is a monomial (a one-term expression) and n is a real number. In symbols it looks as follows: d/dx xn = nxn– 1. Different...
To multiply two functions, use the following formula: (f · g)(x) = f(x) · g(x) Using the same values for f(x) and g(x) as above results in the following solution: (f · g)(x) = (x2) · (4x + 6) = 4x3+ 6x2 ...
Write out the formula in order to calculate the number of combinations without repetition. So, with the 24 playing cards, after a card is dealt, you do not put it back into the deck. The formula starts with 24, then you multiply that by 23, then by 22 and so forth. So your formula...
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