Y = a ^ x... When 0 < a < 1, the image of a starts from the second quadrant to the first quadrant? On the contrary, when a > 1, the image of a starts from the first quadrant to the second quadrant? Then what do you think of X?

That's right
What does x mean?

RELATED INFORMATIONS

1. Image and properties of exponential function If the image of function f (x) = X-1 power of a + 3 (a > 0 and a ≠ 1) passes through the fixed point P, try to find the coordinates of point P
2. Factorization a ^ 2 + 6B ^ 2-5ab-2ac + 6BC Ask for detailed explanation
3. Factorization of a ^ 2-5ab-24b ^ 2
4. What is the factorization of the square of a + AB?
5. The function y = - X & # 178; + 6x + 9 is in the interval [A.B] (A
6. Find the maximum and minimum value of the function y = x2 + 6x-7 in the interval [- 8,3]
7. The function f (x) = - x ^ 2-6x + 9 in the interval a, B, (a)
8. The function y = - x ^ 2 + 6x + 9 is in the interval [A.B] (A
9. If the function y = - x + 6x + 9 has a maximum value of 9 and a minimum value of - 7 in the interval [a, b] (a < B < 3), then a =?, B =?
10. Find the maximum and minimum value of function f (x) in the interval [- π / 4, π / 4] f（x）=sin（2x+π/3）+sin（2x-π/3）+2cos²x-1，x∈R
11. Image of function f (x) = 4x + 12x () A. On origin symmetry B. on line y = x symmetry C. on X-axis symmetry D. on Y-axis symmetry
12. How to prove the monotonicity of exponential function with the definition of monotonicity
13. How to find the monotonicity of exponential function? What is the meaning of "same increase different decrease" with a law? Can you give me a few examples?
14. It is mentioned in the book that y = a * and y = a - * (that is to say, the x power of a and the - x power of a) their function images can be simplified as an index on the day of y-axis symmetry. Why can't I directly change a - * minus 1 into a * minus 1? The result of my calculation is different from the answer
15. The general method of judging odd and even monotony by high school exponential function RT
16. Which is an exponential function, y = a ^ X or y = 2 ^ x?
17. If the exponential function y = a ^ (X-B) passes through point (1,1), and the sum of the maximum values on X ∈ [2,3] is 6, then a + B= It's only one day 2. Given that the logarithm function y = loga (x + b) is constant over (2,0) point, find the value range of the function on X ∈ [2,3] (this problem may have problems, if not, give up first.) 3. Given that the center of symmetry of F (x) = (x + b) / (x + a) is (1,1), find the range of F (x) on X ∈ [2,3] 4. Given f (x + 2 = root 2, find the analytic expression of F (x)
18. The range of function y = (13) − 2x2 − 8x + 1 (- 3 ≤ x ≤ 1) is______ ．
19. Given f (x) = (x power of A-X power of a), G (x) = (x power of a + x power of a) Verification: [f (x)] 2 + [g (x)] 2 = g (2x)
20. Exponential function in senior one Let 0 ≤ x ≤ 2, find the maximum and minimum of the function x-1/2 x y=4 - a·2 + a*a/2 + 1 ..................x-1/2 x y=4 - a·2 + a*a/2 + 1