Question: Algebra 2 Semester 2 Review Given log, 4 + logsx = log6(2x + 10). what is the value of x '2 Given that 2 =

Algebra 2 Semester 2 Review Given log, 4 + logsx = log6(2x + 10). what is the value of x '2 Given that 2" = 10 , what is the value of x to the nearest thousandth? A) x = 0.250 B) x = 0.301 C) x = 3.322 D) x = S = 81, what is the value of x Given that 6" to the nearest thousandth? Solve the equation. 935...; = 27x+6 ondense the given logarithmic expression $110 a single logarithm. 2 log.., x + log., y Slog4 Z y z z . J Condense the given logarithmic expression into a single logarithm. -, '5 f L; 'l t V l \"~. . 1' U.' . 1 . Gt ' '. ' 4log2 a + 710g2 b + 610g2 c 5'4 r1, 5-4 4 63 L Given log3 243 log 27 = x, what is the value of x '2 . ._ a .4 \"Viy A)x=2 B)x=2

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