3 to the negative 2 power
[DOC File]SPIRIT 2 - University of Nebraska–Lincoln
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Place the robot at a power of 2, reduce the exponent by one, and drive the robot to that point. Repeat until zero as the exponent is reached. Next, continue driving the robot until you reach -3 as an exponent. Look for patterns and record. Repeat the process for power of 3. Activity:
[DOC File]3 - James Madison University
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2. Power functions with negative powers have _____ 3. For any positive number k. a. limitx( infinity xk = b. limitx( infinity x -k = 4. Use the continuity of power functions to calculate the following limits, if possible. Limx(3 2* SQRT(x) Limx(inf -2x (-3/4) 5.Calculate the following limits ...
[DOC File]LAWS OF EXPONENTS
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1) 3x-4 = 3 · 1 = 3 2) -5m-8n2 = -5y5n2 x4 x4 x10y-5 m8x10 NOTE: Apply the negative power rule to only negative POWERS. EXAMPLES: Simplify the following expressions. Write the final answers without negative exponents.
[DOC File]EXPONENTS, SQUARE ROOTS AND RADICALS
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Example 2: = 3 because if you multiply 3 by itself 7 times, the result is 2187. Exponents, Square Roots and Radicals Worksheet. Find the value of each expression. 38 46 73 84 92. Write each product in exponent form. 6 x 6 x 6 x 6 x 6 5 x 5 x 5 x 5 7 x 7 x 7 x 7 x 7. 2 x 2 x 2 x 2 x 2 x 2 x 2 x 2 …
[DOC File]GRE Math Review 1 Arithmetic
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a to the power negative 1 = 1 over a, a to the power negative 2 = 1 over a squared, a to the power negative 3 = 1 over a to the third power, etc. Note that . a, times, a to the power negative 1 = a, times, 1 over a, which is equal to 1. A square root of a nonnegative number n …
[DOC File]Exponent Operations Worksheet #1
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What is the fast way to simplify when you raise an exponent to another power (or what can you do instead of expanding)? Part 2: Find the product. Expand if it helps you.
[DOC File]Class Notes on The Exponent Rules
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Rule #3: When Raising Powers to Another Power. When raising a power to another power you MULTIPLY the exponents. Example: (a4)2 = a4 x 2 = a8. Rule #4: Powers with a Negative Exponent. Powers with a negative exponent can be written as a FRACTION with a POSITIVE exponent. Example: a-5 = Conversely, a fraction whose denominator has an exponent ...
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