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How do you find the solution to this problem? (f^-1 of f)(A) If the function is One to One ---- |
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How do you find the solution to this problem? f(x)=x if f(A) |
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How do you find the solution to this problem? If f(A)=B Then f^-1(B) Equals What? |
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If f(x)=Ax-B, Then what is the Inverse? |
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Why is (x+B)/A the Inverse of f(x)=Ax-B? ---- |
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1.)Because (f^-1 of f)(x)=x and (f of f^-1)(x)=x ----- |
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What is y=x symmetry? ----- |
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Symmetry that reflects across a positive diagonal line that crosses through the origin. ----- |
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What kind of symmetry does a function and it's inverse functions have? ----- |
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If A(B)=B+C, what is the inverse function? ----- |
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What does this function represent? U(C)=C-A ----- |
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The relationship between an uncurved grade, and a curved grade. ------ |
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This is the function used for curved grades: C(U)=U+A ------ What is the inverse of this function? ------ |
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How do you find the uncurved grade, corresponding to the curved grade of "B"? ----- |
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1.)Here is the function that helps you find the uncurved grade, corresponding to a curved grade: U(C)=C-A ----- 2.)Replace "C" with "B", and Solve B-A ------- |
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How do you find the curved grade, corresponding to the uncurved grade of "B"? ----- |
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1.)Here is the function that helps you find the curved grade, corresponding to an uncurved grade: C(U)=C+A ----- 2.)Replace "C" with "B", and Solve B+A ------- |
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Is this function one to one? f(x)=The Cuberoot of (x+A) ------ |
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What is the inverse of the following function? f(x)=The Cuberoot of (x+A) ----- |
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