Soalan / Question 6 y = f(x) B Rajah / Figure 2 Rajah 2 menunjukkan lengkung y =f(x) yang ditakrifkan untuk x > 0. Lengkung tersebut mempunyai titik minimum di A dan melintasi paksi-x di B dan C. Diberi bahawa 189 dx = 2x -dan lengkung itu melalui titik (4,) Figure 2 shows the curve y = f(x) defined for x > 0. The curve has a minimum point at A and crosses the x-axis at B and C. It is given that dy 2x - and that the curve dx 189 passes through the point (4,). 16 a) Cari koordinat-x bagi A. Find the x-coordinate of A. b) Cari f(x). Find f(x). c) Cari koordinat-x bagi B dan C. Find the x-coordinates of B and C. d) Cari luas kawasan berlorek. Find the area of the shaded region.

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Q: Resuelva mediante la inversa manual 9x1 +9x₂ - 7x3 = 6 - 7x₁ + 0x2 9x1 + 6x2 + 8x3 x1: x2: x3: - x3…

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A: Fixed point: Let f be any function. A point x0 in its domain is said to be fixed point if fx0=x0.

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A: Observe the given pattern of set A then complete the rule.

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A: Mid point of (x1,y1) and (x2,y2)  = x1+x22,y1+y22

Q: list of ordered pairs if there is more thar x^(2)-2y=12 x^(2)+3y=-8

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A: No, this does not imply that a variable, like a, goes to infinity only because it is bigger than 0.