How to write the title of cartoon composition in unit 4 of Chinese volume 1 of grade 6

How to write the title of cartoon composition in unit 4 of Chinese volume 1 of grade 6


There must be insects in this piece of wood!
This morning, the forest is sunny, birds and flowers, the air is particularly fresh. Tree grandfather woke up, stretched a stretch, ready to wait for the small woodpecker sleeping on the branch to peck insects for himself. However, after waiting for ten minutes, no small woodpecker flew down. Tree grandfather thought: the small Woodpecker must have been too busy yesterday, let it sleep a little longer!
However, after a while, the tree grandfather heard a heavy sound of footsteps in the distance. The tree grandfather felt that the sound was not like the usual light footsteps of children playing in the forest. He looked into the distance and saw a man in his thirties, wearing a cap, walking towards this side with a heavy and sharp axe
Tree grandfather thought in his heart: "miserable! Miserable! Human beings have come to cut down our trees again!" at that time, the man had already come to tree grandfather. He took out a cigarette from his trouser pocket, lit it with a lighter, and then smoked it leisurely. Only he said: this tree is thick and big enough, and it's going to make a lot of money today! "Then he cut it down with an axe. Tree grandfather shed tears in pain
At this time, the tree's little woodpecker was awakened, it suddenly thought of its obligations. But when it looked down, it was stunned by the scene in front of it: a ferocious man holding an axe in his hand, mercilessly cut at the tree's grandfather's body. The tree's grandfather had several wounds, and was crying sadly. The little woodpecker couldn't bear to look down, It immediately flew to the man's neck, while pecking his head, while shouting: "you bad guy who hurt the trees, there must be insects in this section of wood!" the man was pecked so badly that he left the ax and ran away
Little woodpecker puzzled to ask: "tree grandfather, you are luxuriant, like a machine, constantly releasing oxygen, to create green for the earth, for the benefit of mankind, mankind should thank you, but why do you still hurt you?"
The tree grandfather sighed and said: "people only pay attention to making money, cut down indiscriminately regardless of the consequences, and sell us. Do you know that the disposable chopsticks we make every year will cut down about 25 million trees and destroy ten thousand mu of forest! But some people will always use us to earn money and do immoral things."
The little woodpecker whispered to himself, "how can people do this? Why?"
At this time, the forest temporarily restored the former calm. But no one knows what the forest will be like tomorrow



For the sixth grade primary school composition topic
Good to write, creative. Have general content! 30 hours to


Happy New Year
It can describe the reunion scene during the Spring Festival
You can write about the happy moments when relatives get together
You can write about children's fun of taking red envelopes and setting off fireworks
Have a good time



The square of 2003 is calculated by multiplication formula


2003²=(2000+3)²=4000000+12000+9=4012009



It is known that a = a + 2, B = a2-a + 5, C = A2 + 5a-19, where a > 2. (1) prove that B-A > 0, and point out the size relationship between a and B; (2) point out which is bigger between a and C? Give reasons


(1) B-A = (A-1) 2 + 2 > 0, so b > A; (2) C-A = A2 + 5a-19-a-2, = A2 + 4a-21, = (a + 7) (A-3). Because a > 2, so a + 7 > 0, so when 2 < a < 3, a > C; when a = 3, a = C; when a > 3, a < C



Simple calculation of 16.77 minus 2.98


16.77-2.98
=16.77-3+0.02
=13.79



If the equation x2-mx + 1 = 0 of X has a unique real root on the interval (0,1), then the value range of real number m is______ .


When ∵ x2-mx + 1 = 0, ∵ M = x + 1x > 2x · 1x = 2, and X → 0 on the interval (0, 1), the value range of ∵ real number m is: (2, + ∞), so the answer is: (2, + ∞)



Math problem: (x + 2) (x-1) 1 / 2 + X divided by (X-2 + X + 2 / 3)


Original = (x + 1) / (x + 2) (x-1) / (X & # 178; - 4 + 3) / (x + 2)
=(x+1)/(x+2)(x-1)*(x+2)/(x+1)(x-1)
=1/(x-1)²



A cube pool, measuring from the inside, is 4m long and 2m deep. If the water is pumped into another cuboid pool with 5m long and 4m wide, how deep is the water


Water depth = 4 × 4 × 2 △ 5 △ 4 = 8 / 5m



21 out of 20 = 21 divided by 20, right?


Well, divide the numerator by the denominator, but if you can't divide the numerator completely, you can keep the fraction



If the sum of the first n terms of the arithmetic sequence {an}, {BN} is Sn, TN respectively, and Sn / TN = (2n + 1) / (3N + 2), then A3 / B3=
A=2/3 B=7/11 C=11/17 D=5/8


Using this formula, S5 = 5A3, T5 = 5b3 (according to the mean of the equal difference)
So when n = 5
Option C