Inverse function of y = x square + x-3 RT x

Because y = x ^ 2 + x-3 = (x + 1 / 2) ^ 2-13 / 4
And X

RELATED INFORMATIONS

1. The inverse functions of y = (x-1) square, X ≤ 1 and y = 1 / (1-x), x > 1
2. The inverse function of y = x Square-1 (x ≤ - 1 / 2) Explanation helps the respondent to give an accurate answer
3. The process of solving inverse function of square-4 of function y = (x-1)
4. How to find the inverse function of x square + 1 of y = 2 Inverse function of x square + 1 of y = 2
5. Does y = x square have an inverse function
6. If the section of a cone passing through an axis is an equilateral triangle, then the ratio of its side area to its bottom area is () A. 3：2B. 3：1C. 5：3D. 2：1
7. If the axial section of a cone is an equilateral triangle, then its side area is () A. 4 times B. 3 times C. 2 times D. 2 times
8. If the axial section of a cone is an equilateral triangle and its area is 3, then the side area of the cone is 3______ ．
9. If the axial section of a cone is an equilateral triangle, then its side area is () A. 4 times B. 3 times C. 2 times D. 2 times
10. A cone whose axis section is an equilateral triangle is called an equilateral cone. Given that the bottom radius of the equilateral cone is r, its surface area and volume can be calculated
11. Inverse function of function y = x square + 1 (x is less than 0)
12. If the values of equation 12-9 (3-x) and 4 (5 / 4x-5) are equal, what is x?
13. Given that the values of 4x-3 and 5x + 12 are opposite to each other, what is x equal to If it's OK, add 50 points. I'm poor and I don't have many points
14. When x=______ The value of 4x-8 is equal to that of 5x-12
15. The inverse function of F (x) = x ^ 2-4x + 2 (x is less than or equal to 2)
16. The function y = 1 + loga (x + 2) has been inversed Answer with the following formula >> syms x >> y=asin(x)/acos(x); >> diff(y) ans = 1/(1-x^2)^(1/2)/acos(x)+asin(x)/acos(x)^2/(1-x^2)^(1/2)
17. If the inverse function of function y = f (x), X ∈ R, y ∈ [0, + ∞] is y = F-1 (x), and f (x) increases monotonically on R, the monotone decreasing interval of function F-1 (X & # 178; - 2x) is obtained
18. It is proved that the inverse function of monotone increasing function must be monotone increasing function
19. If the function f (x) is continuous on [a, b] and has inverse function, is f (x) monotone on [a, b] and proved? emergency
20. Let y = f (x) (x > = 0) be a strictly monotonically increasing continuous function, f (0) = 0, and x = g (y) be its inverse function. It is proved that ∫ (0-A) f (x) DX + ∫ (0-B) g (y) d