Question

1, 5.3\(^x\)=5.3\(^4\) 2, 7.4\(^x\)=7.4\(^3\) 3, 8.7\(^x\)=8.7\(^6\)

4, 2\(^x\)=2.2\(^8\) 5, 6.8\(^{x-1}\)+8\(^{x+1}\)=6.8\(^{19}\)+8\(^{21}\) 6, 4.3\(^{x-2}\)+2.3\(^{x+1}\)=4.3\(^4\)+2.3\(^7\)

7,(3x-4)\(^6\)=(3x-4)\(^2\) (\(\dfrac{1}{2}\)-\(\dfrac{1}{6}\)):3\(^x\)+3\(^{x+2}\)=3\(^{16}\)+3\(^{13}\)

Answer 1

1: \(5\cdot3^x=5\cdot3^4\)

nên \(3^x=3^4\)

hay x=4

2: \(7\cdot4^x=7\cdot4^3\)

nên \(4^x=4^3\)

hay x=3

3: \(8\cdot7^x=8\cdot7^6\)

nên \(7^x=7^6\)

hay x=6

Answer 2

: 

nên 

vậy x=4

2: 

nên 

vậy x=3

3: 

nên