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Name Date 10.4 Inverse of a Function For use with Exploration 10.4 Essential Question How are a function and its inverse related? 1 EXPLORATION: Exploring Inverse Functions Work with a partner. The
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To fill out 4 inverse of a, follow these steps:

01
Identify the value of "a" that you want to find the inverse for.
02
Take the reciprocal of "a" by dividing 1 by the value of "a". In other words, if "a" is 3, the reciprocal would be 1/3.
03
Multiply the reciprocal by 4 to get the inverse of "a" multiplied by 4. For example, if the reciprocal is 1/3, then the inverse of "a" multiplied by 4 would be (1/3) * 4 = 4/3.

Now, let's discuss who needs the 4 inverse of "a":

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Students studying mathematics: In algebra and calculus courses, finding the inverse of a variable is a fundamental concept. Students learning these subjects may need to fill out the 4 inverse of "a" as part of their coursework or problem-solving exercises.
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Researchers in the sciences: Scientists and researchers often encounter equations or models that require calculating inverse values. The 4 inverse of "a" might be needed in various scientific fields, such as physics, chemistry, or engineering, when analyzing and interpreting data.
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In conclusion, knowing how to fill out the 4 inverse of "a" can be useful for students studying mathematics, researchers in the sciences, and professionals in finance or economics.
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The inverse of 4 times a is 1/(4a).
Anyone who has a value for a in the equation.
Simply perform the calculation 1/(4a) to find the inverse of 4 times a.
The purpose is to find the reciprocal of the product of 4 and a.
The result of the calculation 1/(4a).
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