Using the properties log_b (1/m)

  1. Using the properties log_b (1/m) = -log_b (m) andlog_b(m/n) = log_b (m) - log_b(n), how can In11 - 3 In p be condensed? (1
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  2. Use the rule log_b (xy) = log_b x+ log_b to find log (16 • 64). (1 point)•10 •16 •4 •3
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  3. Find the sum of all value(s) of b such that 11/[log_2 (x)] + 1/[2 • log_25 (x)] - 3/[log_8 (x)] = 1/[log_b (x)] for all x > 1.
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    2. Kenny asked by Kenny
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  4. Select all statements that are true.(log_b\(A\))/(log_b\(B\))=log_b\(A-B\) (If ) log_1.5\(8\)=x, text( then ) x**(1.5) =8.
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    2. Randy asked by Randy
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  5. (log\(A\))/(log\(B\)) = (ln\(A\))/(ln\(B\)) (log_b\(A\))/(log_b\(B\))=log_b\((A)/(B)\) text(In )log_b\(N\), text( the exponent
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    2. Randy asked by Randy
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  6. Show that iflog_b (a) = c, and log_y (b) = c, then log_a (y)=c^-2
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    2. Jus asked by Jus
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  7. Show that iflog_b (a) = c, and log_y (b) = c, then log_a (y)=c^-2
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    2. Jus asked by Jus
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  8. given log_b a = c, which statement is true? (the b is subscript)a. a = b^c b. c = a^b c. c = b^a d. a = c^b
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    2. sung asked by sung
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  9. The logarithmic equation y = log_b(x) passes through the point (1/6, - 1) . What is the value of b?
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  10. A logarithmic function of the form f(x) = log_b x+c has an x-intercept at x = 1 and a vertical asymptote at y = 0. Also, f(x)
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    2. devlyn asked by devlyn
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