Solving Equations with Exponents: xm=k. If m is even: x = ±m√ k. If m is odd: x = m√ k. For equations which include roots other than the square root, you want to remove the roots by (1) isolating the root term on one side of the equation, and (2) raising both sides of the equation to the appropriate power. Example 1.
GED QOD: Simplifying Exponential Expressions
In the term, is the base and is the exponent.. To find the product of powersMultiplication of two or more values in exponential form that have the same base—. Rewrite the bases as powers of a common base. Do this by asking yourself: Answer: They are both powers of 2. Step 2. Rewrite equation so that both exponential expressions use the same base. 4 3 = 2 x (2 2) 3 = 2 x. Step 3. Use exponents laws to simplify. (2 2) 3 = 2 x .
Mar 26, · An exponent is a small, superscripted number written above and to the right of a larger number, the base — this tells you how many times you multiply the base by itself. This repeated multiplication is commonly referred to as the base value being "raised to the power of" the exponential value. Both the base and the exponent can be any real number, and the .