Given that y = M-3 / x ^ m ^ 2-8 is an inverse proportion function, then the value of M is?

Because y is an inverse scale function, m ^ 2-8 = 1
Then M = 3 or - 3
When m = 3, M-3 = 0, rounding off
So m = - 3

RELATED INFORMATIONS

1. Given that y is the inverse proportional function of X + 1, when x = 3, y = 8, find the value of y when x = - 3?
2. 1. It is known that y is the inverse proportional function of X, and when x = 2, y = 8. Find the functional relationship between Y and X? 2, and find the value of y when x = 1 / 2 When x takes what value, y = 4 / 3?
3. Given the inverse proportion function y = k of X, when x = - 1 / 3, y = - 6, find the analytic solution of the inverse proportion function. Thank you
4. Given the inverse scale function y = K / x, when x = - 4, y = 6, then the value of K is_____
5. It is known that the inverse scale function image y = K / X and the first-order function y = x + B Intersection a (1, - K + 4), B (n, - 1) Function expression and the value of n
6. As shown in the figure, P (a, b), q (B, c) are the points of inverse scale function y = 3x in the first quadrant. Find the value of (1a − b) (1b − C)
7. As shown in the figure, given that the points P (a, b), q (B, c) are the points of the inverse scale function y = 5 / X in the first quadrant, find the value of (1 / a-b) * (1 / B-C) = 4 / 5
8. It is known that the system of equations (x + 1) ^ 2 + y ^ 2 = 2, y = - x + B has a real solution, and the image of the inverse scale function y = 1 + B / X in each quadrant, y increases with the increase of X. if the point (a, 3) is on the hyperbola, find the value of A
9. If the image of the inverse scale function passes through points (1, 3) (1) find the analytic expression of the inverse scale function; (2) find the intersection coordinates of the primary function y = 2x + 1 and the image of the inverse scale function
10. Two mathematics problems about inverse proportion function in grade three of junior high school 1. Point P is any point of the function y = 4 / X in the image of the first quadrant. The symmetrical point of point P about the origin is p ', passing through point P as PA parallel to the Y axis, passing through point P' as p'a parallel to the X axis, PA and p'a intersect at point A. when point P moves on the image, what will happen to the area of triangle app '? Explain the reason 2. It is known that the image of inverse scale function y = 1 / X and primary function y = 2x-1 has an intersection point a (1, a). Is there a point P on the x-axis, so that the triangle POA is an isosceles triangle? If so, explore the coordinates of point p; if not, explain the reason
11. If the image intersection AB and two AB a of a given linear function y = ax and inverse scale function y = x B + 1 are (1,2), then the expression and B coordinate After answering the correct to add large points If the image intersection AB and two AB a of the linear function y = ax and inverse scale function y = B + 1 of X are (1,2) There is also a picture of a straight line passing through the upper left corner and the lower right corner and a line with two bends Straight line passing through intersection Finding the expressions of two functions and B coordinates
12. If the image of inverse scale function y = K / X passes through point P (- 1,2), then the image of this function lies in__ ? Why 2,4 image line? I calculate y = x - 2, hee hee~ Why does it increase
13. It is known that the inverse proportional function y = m + 3 of X passes through points a (2, - M) and B (n, 2n) Finding the values of (1) m and n (2) If there are two points P1 (x1, Y1) and P2 (X2, Y2) on the image, and X1 < 0 < X2, try to compare the size of Y1 and Y2
14. Are y = 1 / X and y = 1 / x-3 inverse scale functions
15. Is y = 1 / X & # 178 an inverse scale function? Point out the value of K
16. When k takes what value, y = (K & # 178; + k) x ^ k & # 178; - K-3 is the inverse proportional function of X?
17. The general formula of inverse proportion function: y = K / X; (K ≠ 0) then, is k of y = x an inverse proportion function
18. Given that y = x / k-1 + K & # 178; - 1 is an inverse proportional function, the value of K is obtained
19. When k is a value, y = (K2 + k) xk2 − K − 3 is an inverse proportional function, that is, K=______ ．
20. Y is the inverse proportion function of X. when x = 3, y = 8, find the functional relationship between Y and X