Questions

• Exponential and Logarithmic Functions Understand the properties of exponential functions and logarithmic functions and recognize the features of their graphs Solve exponential equations and logarithmic equations

  存款 $88000$ 美元，年利率 $6\%$，年期 $4$ 年，複利計算，每月一結。求利息準確至最接近的元。

  2022

• Exponential and Logarithmic Functions Understand the definition and properties of logarithms (including the change of base) Solve exponential equations and logarithmic equations

  下列何者最小？

  2022

• Exponential and Logarithmic Functions Understand the properties of exponential functions and logarithmic functions and recognize the features of their graphs Solve exponential equations and logarithmic equations

  已知 $\log _{a} y$ 為 $x$ 的線性函數, 其中 $0<a<1$ 。該線性函數的圖像在垂直軸上的截距及在水平軸上的截距分別為 $6$ 及 $3$ 。若 $y=m n^{x}$, 則下列何者正確? I. $m<1$ II. $n<1$ III. $m n^{3}=1$

  2022

• Exponential and Logarithmic Functions Understand the definition and properties of logarithms (including the change of base) Solve exponential equations and logarithmic equations

  若 $\log _{4} y=2 x-1$ 及 $\left(\log _{4} y\right)^{2}=20 x-31$, 則 $\log _{2} y=$

  2022

• Exponential and Logarithmic Functions Understand the laws of rational indices

  $12 \mathrm{~B} 00 \mathrm{CD} 000000 \mathrm{E}_{16}=$

  2022

• Exponential and Logarithmic Functions Understand the laws of rational indices Understand the definitions of rational indices

  $4^{a b}=$

  2024

• Exponential and Logarithmic Functions Understand the properties of exponential functions and logarithmic functions and recognize the features of their graphs Solve exponential equations and logarithmic equations

  一筆$14000美元的存款，按年利率2%存了5年，每半年複利一次。請計算利息，四捨五入到最接近的美元。

  2024

• Exponential and Logarithmic Functions Understand the laws of rational indices

  $9 \times 2^{10}+18 \times 2^{7}+2^{6}-2^{3}=$

  2024

• Exponential and Logarithmic Functions Understand the properties of exponential functions and logarithmic functions and recognize the features of their graphs Solve exponential equations and logarithmic equations

  以下哪一個數值最大？

  Premium 2024

• Exponential and Logarithmic Functions Understand the definition and properties of logarithms (including the change of base) Solve exponential equations and logarithmic equations

  設 $n$ 為一正整數。如果 $\log _{18} 2=a$，則 $\log _{3} 2+\log _{9} 4+\ldots+\log _{3^{n}} 2^{n}=$

  2024