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Is it true that y=(a^x)-4 will never cross the x-axis?
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When the function cross the X-Axis, the value of y must be zero. So, the question is whether y can ever be zero. Think of values of "a" and "x" that can make y zero. If you can't think of any, then the answer is true. Otherwise, false.
We need to know some condition of a, and x. If we solve : a^x - 4 = 0 => a^x = 4, there are a few solution of x, one is when a = 2 & x = 2. Hence the original statement is not always true
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