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Exponential function:
If input (x-values) change consistently and output (y-values) values change proportionally
Logarithmic function:
If input (x-values) change proportionally and output (y-values) change consistently
What is the horizontal asymptote in this function: y= 2x²/5x³
Y=0; the denominator power is greater than the numerator power
What is the horizontal asymptote in this function: y= 2x²/5x²
Y=2/5; the powers are equal, leaving the coefficients to be divided
What is the horizontal asymptote in this function: y= 2x³/5x²
None; the numerator power is greater than the denominator power
How do you find a slant asymptote?
Use long division (and disregard the remainder)
Can an equation have a slant and horizontal asymptote?
No