How to write the second to sixth stanzas of this poem?

How to write the second to sixth stanzas of this poem?

We love you——
The magnificence of the Forbidden City in Beijing,
Suzhou gardens are exquisitely carved,
Zhangjiajie and Jiuzhaigou are picturesque and poetic,
The vastness of Poyang Lake and Dongting Lake
We love you——
The splendor of Yunjin,
The delicacy of Suzhou embroidery,
The smile of Huishan clay figurine,
The classic simplicity of Yixing purple sand,
We love you——
The white hada in Tibetan hands,
The fragrant horse milk in the yurt,
Snow lotus in Tianshan Mountain, ginseng in Changbai Mountain,
Tiger in South China, Osprey in Yangtze River
We love you——
The winding ups and downs of the Great Wall,
The terracotta warriors and horses of the Qin Dynasty have different expressions,
The momentum of Huangguoshu waterfall is extraordinary,
The Mogao Grottoes in Dunhuang are lifelike
We love you——
The momentum of Huangguoshu waterfall is extraordinary,
The Lushan waterfall is a thousand miles away,
The turbid waves of Hukou Waterfall emptied,
Jiuzhaigou waterfall is well arranged
We love you——
The winding ups and downs of the Great Wall,
With the continuous development of the Beijing Hangzhou canal,
The grandeur of the Mogao Grottoes in Dunhuang,
Yangzhou thin West Lake's graceful
We love you——
The fragrance of Biluochun,
The mellow beauty of Wuliangye,
Hainan coconut is sweet and thirst quenching,
The national color and natural fragrance of Luoyang peony
We love you——
The crispness of Beijing roast duck,
The mellow aroma of Shanxi vinegar,
The wonderful craftsmanship of Wuxi clay figurines,
Suzhou embroidery is wonderful
We love you——
Liu Bei's three visits to Maolu,
Zuti's dance,
Yue Fei's devotion to his country,
Gou Jian's life is hard to bear
We love you——
The mellow fragrance of the five Qiongjiang,
Lotus root is sweet and delicious,
The cool and thirst quenching of Jinghe watermelon,
Baosheng cable is famous all over the country
We love you——
Babao pavilion has a long history,
The ancient flavor of Zhou Enlai's former residence,
Lotus leaves in Lotus Garden,
The scenery of Bailu island is picturesque
We love you——
The delicacy of hairy crabs,
The mellow fragrance of the five Qiongjiang,
Lotus root juice is sweet and refreshing,
Jinghe cake is sweet and soft
We love you——
The magic legend of Babao Pavilion,
Ningguo temple is full of incense,
The lotus garden is beautiful,
Factory buildings in industrial parks

The main content of the first lesson in the first volume of the sixth grade Chinese book

This is a novel, imaginative and curious essay. The author "walks into the mountains with a good mood", visits "friends" in the mountains, and shares his feelings with "friends", creating a picturesque world and expressing his love for nature
As for the way of narration, this paper shows originality. After reading the title, it is the author who goes to visit an old friend in the mountains. But when he reads the third paragraph of the article, the reader suddenly realizes that the author is going to visit ancient bridges, woods, mountain springs, streams, waterfalls, cliffs They are friends of nature. The whole story is narrated in this way, which makes readers enter into the picture and the author's mood. It seems that these friends of nature, not only belong to the author, but also belong to each of our readers. Therefore, they feel more cordial. According to the needs of expression, the author also appropriately changes the narrator's person. For "friends" in the mountains, the author sometimes narrates them in the third person, Sometimes, when the emotion is strong, it is called by the second person, so that the emotion can be expressed more fully

The sixth grade first volume language book's all words inventory and accumulates day by day

Falling red is not a merciless thing, but turns into spring mud to protect flowers. (Gong Zizhen) the creation is silent but sentimental. Every time it is cold, you can feel the spring. (Zhang Weiping) tonight, you know the spring is warm, and the sound of insects is fresh and green. (Liu Fangping) when you hear the broken willows in this Nocturne, who can't afford to love your hometown. (Li Bai) lying in the sky, the clouds are still, I don't know that the clouds are all east with me. (Chen Yuyi) no

When Xiao Mahu solves the equation x + 1 of 3 minus X - 1 of 6 = 1, he gets 2 (x + 1) - (x-1) = 1 by removing the denominator. The reason for his mistake is that

The one on the right is not multiplied by six

There are two warehouses A and B. the grain in warehouse A is 360 tons, and the grain in warehouse A is one fifth of that in warehouse B. how many tons of grain are stored in each warehouse?

360 ÷ (1 + 1 / 5) = 300 tons, 360-300 = 60 tons a: 60 tons in warehouse A, 300 tons in warehouse B

X - two fifths X - (quarter x + 4) = 17, x =?

x=60

The following is a math problem! (please make a formula, calculate) thank you!
Choose three of the following four kinds of sugar, and mix them into 50 kg assorted sugar according to the ratio of 2:3:5. How many kg each kind of sugar needs? How much is the assorted sugar per kg? How to make the assorted sugar with the highest price? How to make the assorted sugar with the lowest price?
Because I don't know how to draw, so I use language to narrate!
Milk candy (24 yuan / kg), crisp candy (10 yuan / kg) and chocolate candy (18 yuan / kg)
Fruit candy (14 yuan / kg)

The first sugar 50 / (2 + 3 + 5) * 2 = 10
The second sugar 50 / (2 + 3 + 5) * 3 = 15
The third sugar 50 / (2 + 3 + 5) * 5 = 25
If the price is the highest, choose the one with the highest unit price: milk candy 25kg, chocolate candy 15kg, fruit candy 10kg
If the price is the lowest, choose the one with the lowest unit price: crisp sugar 25kg, fruit sugar 15kg, chocolate sugar 10kg

When the sum of the first n terms of the sequence {an} is Sn, A1 = t, an + 1 = 2Sn + 1, what is the value of T, {an} is an equal ratio sequence

A1 = t, when n ≥ 2, there is an = 2S (n-1) + 1, subtracting the two expressions, we get: a (n + 1) - an = 2An, that is [a (n + 1)] / [an] = 3, where n ≥ 2, that is, the sequence {an} is proportional from the second term. Then we only need: A2 = 2S1 + 1 = 2T + 1, so A2 / A1 = 3, that is: (2t + 1) / T = 3, the solution is t = 1

How to calculate 13.8-9.8 with simple algorithm? How to calculate 12.5 + 10.6?
If you want the formula,

13.8-9.8 = 13.8-10 + 0.2 (because 9.8 is close to 10, first - 10, more minus 0.2, and then slightly)
12.5 + 10.6 = 12.5 + 10 + 0.6

A1 (1,0), A2 (1,1) A3 (- 1,1) A4 (- 1, - 1) A5 (2, - 1) Find the coordinates of a2007

Drawing the first few points, it is not difficult to find that A2, A6, A10 and other points are in the first quadrant, so we can get the points with the remainder of 2, A3, a7, a11 and other points in the first quadrant are in the second quadrant, so we can get the points with the remainder of 3, A4, A8, A12 and other points in the second quadrant are in the third quadrant, so we can get the points with the remainder of 0