question 8 (1 point)\ngraphs of logarithmic functions will always have exactly one vertical asymptote and…

question 8 (1 point)\ngraphs of logarithmic functions will always have exactly one vertical asymptote and graphs of exponential functions will always have exactly one horizontal asymptote.\ntrue\nfalse\nthe test is open 10:35 am to 12:35 pm; please submit before the end of class. if you do not submit, then the test will automatically submit for you and any unsaved work will be lost!\nprevious page next page\npage 8 of 21

question 8 (1 point)\ngraphs of logarithmic functions will always have exactly one vertical asymptote and graphs of exponential functions will always have exactly one horizontal asymptote.\ntrue\nfalse\nthe test is open 10:35 am to 12:35 pm; please submit before the end of class. if you do not submit, then the test will automatically submit for you and any unsaved work will be lost!\nprevious page next page\npage 8 of 21

Answer

Brief Explanations:

Logarithmic functions (y = \log_a(x - h)+k) have a vertical asymptote at (x = h) (since (x>h) for the domain). Exponential functions (y=a\cdot b^{x - h}+k) have a horizontal asymptote at (y = k) (as (x\to\pm\infty), (b^{x - h}\to0) if (|b|<1) or (b^{x - h}) is bounded in a way that (y) approaches (k)).

Answer:

True