SOLUTION: 1. What is the relationship of input and output values for composite functions?
2. How you know if a radical expression is in simplest form?
3. How can you tell if radicals
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-> SOLUTION: 1. What is the relationship of input and output values for composite functions?
2. How you know if a radical expression is in simplest form?
3. How can you tell if radicals
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Question 685774: 1. What is the relationship of input and output values for composite functions?
2. How you know if a radical expression is in simplest form?
3. How can you tell if radicals are like radicals?
4. Is the inverse of a function always a function? Found 2 solutions by stanbon, MathLover1:Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! 1. What is the relationship of input and output values for composite functions?
If the composite is fog(x) the output of "g" is the input of "f".
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2. How you know if a radical expression is in simplest form?
If the problem is seeking the "nth" root, the expression will be
in simplest form when it contains no factors of n or greater power.
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3. How can you tell if radicals are like radicals?
Ans: When their simplified forms have the same radicand.
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4. Is the inverse of a function always a function?
Ans: No. Example--- The inverse of y = x^2 is not a function.
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Cheers,
Stan H.
You can put this solution on YOUR website!
1.
In a , the of the function is the of the .
That is, in , the of is the of .
2.
If the radicand contains perfect square factors, the radical is .
3.
Like radicals have the same radicand and the same index.
4.
The inverse of a function have to be a function. In fact, the inverse of any function is a when the is the numbers.
For example, the of is not a function unless the is to numbers.