Let 27 & # 710; X = 67,81 & # 710; y = 603, and prove 4y-3x-2 = 0

It is known that: 3 ↑ 3x = 67, 3 ↑ 4Y = 67 * 9
The result is: 3 ↑ 4Y = 9 * 3 ↑ 3x
(3↑4Y)/(3↑2*3X*3↑3X)=1
3↑(4y-2-3x)=1
So: 4y-3x-2 = 0
Mathematical symbol input is not standard, but should be able to understand?

RELATED INFORMATIONS

1. Given 67 ^ x = 27603 ^ y = 81, find the value of 3 / x-4 / y I'm not going to work out the answer with a calculator. Can you tell me the method?
2. Solution equation (X &; 0 &; 5 + x) (X &; 0 &; 5 + x-14) + 24 = 0
3. Solution equation: (X &; 0 &; 2x of 5-4) + (1 of X-2) = x + 2 of X + 3
4. Find the equation of the circle whose center is the same as the known circle X &; 0 &; 5 + Y &; 0 &; 5-6x + 4y-7 = 0 and passing through point a (2,3)
5. Exponential equation log3 x ^ 2 + 2logx 3 = 5
6. Solution equation: (y + 4) / 5 + y + 6 = (y + 8) / 2 - (y + 4) / 3 It's a process
7. 0.2 [y + 2] = 0.8 solving equations
8. 2 / 3 (Y-8) = 9
9. 0.2 [y + 2] = 0.8 solving equation with process
10. 1. Solving equation: Y-Y + 1 / 2 = 2-y + 2 / 5 2. Solving equation: 1 / 2 (2x + 5) = 4x + 3 / 4-2-3x / 8 help me. Thank you Xueba!
11. If x and y are real numbers, and Y
12. x. Y and Z belong to positive real numbers, 3 ^ x = 4 ^ y = 5 ^ Z. compare the sizes of 3x, 4Y and 5Z
13. Expand the function 3x / (x ^ 2 + 5x + 6) into a power series of X. can we put forward 3x and then multiply it
14. Finding the power series expansion of Ln (x) / x with respect to X-1
15. The expansion of (1 + x) ln (1 + x) into a power series of X Why is the answer x + ∑ (n from 2 to ∞) [(- 1) ^ (n) x ^ n / N (n-1)]. Why does n start with 2
16. Finding the power series expansion of function sin (3Z ^ 2)
17. Expand function into power series of X F (x) = 1 / 1 + X + x ^ 2, it's better to write the steps
18. Expansion of function into power series of X How to expand f (x) = D ((e ^ x-1) / x) / DX into a power series and what is the specific process?
19. Expansion formula of COS sin power series RT
20. The function f (x) = e ^ - x ^ 2 is expanded into a power series of X to get the? Let's solve this problem,