As shown in the figure, one side is against the wall, and the other three sides are surrounded by a 12 meter fence to form a rectangular (ABCD) flower garden. Then the functional relationship between the area s (square meter) of this flower garden and the length x (meter) of AB is______ .

As shown in the figure, one side is against the wall, and the other three sides are surrounded by a 12 meter fence to form a rectangular (ABCD) flower garden. Then the functional relationship between the area s (square meter) of this flower garden and the length x (meter) of AB is______ .


∵ AB = x, AB + BC + CD = 12, ∵ BC = 12-2x, then s = (12-2x) × x = - 2x2 + 12x



As shown in the picture, a 24m long fence is used to form a rectangular flower bed with two fences in the middle on one side of the open space near the wall. The width ab of the flower bed is set as X (m)
Area s (M2)


Suppose: the width of the garden is: X; then: the length of the garden is: 24 - 4x; the area of the garden is: S = x (24 - 4x) = - 4 x ^ 2 + 24 x = - 4 (x ^ 2 - 6x) = - 4 (x ^ 2 - 6 x + 9) + 36 = - 4 (x - 3) ^ 2 + 36



There are 250 pots of rose and chrysanthemum in the park. The number of pots of chrysanthemum is 1.5 times that of rose. How many pots of the two kinds of flowers are there? How many pots of chrysanthemum are more than rose?


It's very simple
250 / (1 + 1.5) = 100 (POTS) - pots of rose
100 * 1.5 = 150 (POTS) - pot number of Chrysanthemum
150-100 = 50 (POTS) - more pots of chrysanthemum than rose
A: there are 100 pots of rose, 150 pots of chrysanthemum, and 50 more pots of chrysanthemum than rose