Solved

Solve the Logarithmic Equation Algebraically 2log2(0.5x)=232 \log _ { 2 } ( 0.5 x ) = 23

Question 37

Multiple Choice

Solve the logarithmic equation algebraically. Approximate the result to three decimal places. 2log2(0.5x) =232 \log _ { 2 } ( 0.5 x ) = 23


A) 2(223/2) 5,792.6192 \left( 2 ^ { 23 / 2 } \right) \approx 5,792.619
B) 2(223/2) 5,794.6192 \left( 2 ^ { 23 / 2 } \right) \approx 5,794.619
C) 2(223/2) 5,790.6192 \left( 2 ^ { 23 / 2 } \right) \approx 5,790.619
D) 2(223/2) 5,791.6192 \left( 2 ^ { 23 / 2 } \right) \approx 5,791.619
E) 2(223/2) 5,793.6192 \left( 2 ^ { 23 / 2 } \right) \approx 5,793.619

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions