Idioms, sayings, proverbs, poems and a story or legend about the bridge Three idioms, three proverbs, three poems, one story or legend (short and simple), choose the best!

Idioms, sayings, proverbs, poems and a story or legend about the bridge Three idioms, three proverbs, three poems, one story or legend (short and simple), choose the best!


Bridge pulling and bridging
differentiate strictly
There must be a way to get to the front of the mountain by car, and a straight road to the bridge by boat
Build a bridge when you meet water
Poetry
Li Shen (772-856), a great poet of Tang Dynasty, said in Lingsi bridge: "the bridge is sentimental, and it is clear that the lake school goes back to the pond. Before and after the flower on the bank, you can smell the birds, and the moon on the lake is full of green poplar. It can promote the age of Yin, but only white hair, and ride the wind skillfully. The horse is the spring light. Why should you turn the crane back to China, but it is withering to remember Yuexiang."
Huazhen (around 1093), a famous poet of the Northern Song Dynasty, the huanzhu bridge: "on the stream, the huanzhu Taishou's family, the small bridge slants across the bililiusha. The wind is not the same, the wall is changed, and the long and cold spring waves."
Lu You (1125-1210), born in Shanyin, is an ancient patriotic poet
"Wuyun bridge" says: "if yebei is connected with Jinghu Lake, the bridge is flying in the air. Who knows when Linggu moves? I'll move to the dusk
"The rain dries through Meiwu, the wind blows over Liuqiao. The mountain has no calendar. What's the dynasty today?"
"Willow Bridge autumn evening": "Willow Bridge to see, water road all pass. Clothes and pestles, fishing boat Pu Pu wind. See no vulgar things, step Jian have withered. Wild Yi who can that, leisurely west east?"
The autumn night of Liuqiao: "the moon wheel of the Qing emperor is lonely, sweeping away the floating clouds. It's a good autumn night in Wulu. You don't need help on the bridge." "that's what happened." "the pomegranate flowers on the hill shine brightly, and the plum blossoms fall soundly. On the East Bank of Liuqiao, you stand by the water and wind to wake up."
Liu Qiao: "the village road is clear in the early days, and the snow is muddy. After ten days, I can't get to the west of the small bridge. When I go out, I suddenly feel that spring comes early, and the willows are dyed light yellow and have dipped in the stream."
"Walking alone, crossing the Willow Bridge and returning home" says: "suddenly I feel better. I call the boy to help me down the hall. The cold clouds cover the dry river, and I feel like I'm going to work in the snow. The dog barks and the chicken pecks. I walk slowly through the house, and I'm drunk and laughing
"A bridge flies north and south, a natural moat becomes a thoroughfare." (Mao Zedong)
Build a boat as a beam without showing its light
On the west side of the bridge, the rain is black and the spring river is green outside the fence
Bridge through the small city, near the forest, mountain Pinghu Temple even
Wheel potential with the degree of the day, the bridge across the sea
The distant mountains under the water are like snow, and the grass on the flat Bank of the bridge is like smoke
Couplet
Shrink a thousand miles to a very close distance
Unite two places to form a family
Water and light meet Han
On the rainbow
Up and down shadow wave bottom moon
A ladder in the mirror
Bridge proverb:
Running on the bridge
Bridge is bridge, road is road
Carrying pole in bridge hole
"Hover up and down, connect left and right, cross East, West, North and South; cross the Yangtze River, connect the Yellow River, and focus on Hongqi Yibin." (Kaijin Changjiang Road overpass)
"Sinochem is the first in the world, with cable-stayed railway, smooth road and Lingbo, songnansha beiheng Avenue; it is also the second in the world, with brilliant wisdom, scientific and technological crystallization, and Pudong flows from west to East." (Shanghai Nanpu Bridge)



A rectangular iron plate is 10 decimeters long and 8 decimeters wide. Cut the largest circle in this iron plate. How many square decimeters is the area of this circle?
The perimeter of a square and a circle is 12.56 decimeters, so what is their area?


(1) 4 × 4 × 3.14 = 50.24 square decimeter)
(2) Square: 12.56 △ 4 = 3.14 (decimeter)
3.14 × 3.14 = 9.8596 (square decimeter)
Circular: 12.56 △ 3.14 = 4 (decimeter) - diameter
4 △ 2 = 2 (decimeter)
Area: 2 × 2 × 3.14 = 12.56 (square decimeter)



How to convert the weight of fabric meter into that of square meter


The unit of gram weight per square meter is g / m ^ 2 (assumed to be 200), which is the weight of cloth per square meter. As long as the width of cloth W is known, the gram weight per meter can be calculated as 200 * W



5. Calculate the area of shadow in the figure below. (unit: cm)


Subtract the area of the triangle from the area of the semicircle
=1/2(25π-25)



What are the axisymmetric figures in life


Mouse, mouse pad, monitor, schoolbag, tea table, glasses box, air conditioner, speaker, playground, plastic bag, Unicom logo, McDonald's logo, beverage bottle, blackboard, blackboard eraser, chalk, platform, pot, spatula, toilet paper, toilet, toothpaste, toothbrush, towel, nozzle, a pair of shoes, sun, moon, clothes, and most animals are symmetrical



X÷(1×2)+X÷(2×3)+… +X÷(2007×2008)=2007
How much is x?


x/1*2+x/2*3+x/3*4+...+x/2007*2008=2007
x(1-1/2+1/2-1/3+...+1/2006-1/2007+1/2007-1/2008)=2007
2007x/2008=2007
x=2008



Given that vector a and vector b satisfy vector a = 1, vector b = 2, vector a-vector B = 2, then vector a + vector b=


|A | = 1, | B | = 2, and: | A-B | ^ 2 = (a-b) · (a-b) = | a | ^ 2 + | B | ^ 2-2a · B = 1 + 4-2a · B = 4
So: a · B = 1 / 2, so: | a + B | ^ 2 = (a + b) · (a + b) = | a | ^ 2 + | ^ 2 + 2A · B = 5 + 2A · B
=5 + 1 = 6, that is: | a + B | = sqrt (6)



It is known that in △ ABC, ∠ B = 60 ° AD and CE divide ∠ BAC and ∠ BCA equally


Take a point F on AC such that AF = AE, connect of. It is proved that CF = CD ∵ ad is an angular bisector
The aoo = AOE = AOE = AOE = AOF and AOF, AOE = AOE = AOF, AOE = AOF, AOE = AOF, AOF, AOF, AOF, B = 60 60 \\\\\\\\\\\\\\\\\\\\\\\\\\\\\Δocf (ASA) ∧ CF = CD ∧ AC = AF + CF = AE + CD



The minimum value of function f (x) = 3x + 12x2 (x > 0) is______ .


∵ x > 0 ∵ 3x + 12x2 = 3x2 + 3x2 + 12x2 ≥ 333x2 · 3x2 · 12x2 = 9 if and only if 3x2 = 12x2, i.e. x = 2, the equal sign holds. Therefore, the minimum value of function f (x) = 3x + 12x2 (x > 0) is 9, so select: 9



A mathematical proof problem (high school)
If the line L: ax + by + C = 0 of point P2 (X2, Y2) and P1 (x1, Y1), P2 line intersects point P, it is proved that the ratio of p1p2 is - (ax1 + by1 + C) / (AX2 + BY2 + C)


It is proved that: P1 (x1, Y1), P (x, y), P2 (X2, Y2) can be set, and the ratio of p1p2 is t (t ≠ - 1), that is, p1p / PP2 = T. = = = > p1p = t * PP2. (here, PP1, PP2 are vectors) = = = > (x-x1, Y-Y1) = t (x2-x, y2-y) = = = = = > x-x1 = t (x2-x), and Y-Y1 = t (y2-y) = = = = > x = (x1 + TX2) / (1