Range of the f(x)
(e^x - 1)/(e^x+ 1)
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Answer:
(-1, 1)
Step-by-step explanation:
for x = 0, numerator becomes 0
1) for a any positive value of n
numerator is 2 less than denominator,
therefore fraction is always lesser than 1.
2) for a negative value of n
numerator becomes (1/eⁿ -1) which is a negative value but denominator remains positive, so values of f(x) is negative, for a greater values of x like -∞ values will be closer to -1.
therefore range is (-1, 1)
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