SOLUTION: I am back to functions again.
The problem is stated as
y=25(-7x-4)^64 state the domain and range
I found the domain as "all real numbers" but can't figure out
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-> SOLUTION: I am back to functions again.
The problem is stated as
y=25(-7x-4)^64 state the domain and range
I found the domain as "all real numbers" but can't figure out
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Question 215430: I am back to functions again.
The problem is stated as
y=25(-7x-4)^64 state the domain and range
I found the domain as "all real numbers" but can't figure out the range.
Who can help me please? Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! The problem is stated as
y=25(-7x-4)^64 state the domain and range
I found the domain as "all real numbers" but can't figure out the range.
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Comment: When you raise any Real Number to an even power the result
is always >= zero.
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So, (-7x-4)^64 is never negative.
-7x-4 =0 when x = -4/7
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The y-value when x = -4/7) is 25*0 = 0
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So the lowest value y can have is zero.
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Range is All Real Numbers >= 0
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Cheers,
Stan H.
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