English translation Sun fei:We have a lot of rules at my house. Wu Yu:So do we.For example,i have to stay at home on school night. Sun Fei:Iusually do , too.But sometimes i'mallowed to study at a friend's house.What about weekends? Wu Yu:Well,i'm allowed to go to the movies with friends on Friday nights. Sun Fei:Me ,too,but i have to be home by 10:00 pm. Wu Yu:And on Saturday afternoona,i'm allowed to go shopping with my friends. SunFei:That 's nice. Wu Yu:And i'm allowed to choose my own clothes,but i'm not allowed to get my ears pirced yet.

I have a lot of rules at home
Me too, like, I have to stay at home from Monday to Friday
I usually do the same. But sometimes, I can go to my friend's home to study. What about on weekends?
I can go to the cinema with my friends on Friday
Me too, but I have to be home by ten
I can go shopping with my friends on Saturday afternoon
That would be great.
That day I can choose the clothes I like, but I'm not allowed to pierce my ears

New English target grade 8 Volume 1 unit 12 section A3A

What do young people think of the city? We did a survey of our readers. This is what we learned. All the cinemas are good, but the screen city is the best in our city. It has the largest screen and the most comfortable seats. However, the city cinema is the cheapest, Funky fashion is the worst. Service is the worst. As for radio stations, most people think that jazz 107.9 FM is great. It plays the most interesting music
Glad to answer for you!
Thank you for your question!

New target English grade 8 Volume 1 p.90 2a2b translation!

Running star Sandra Clark eats lots of healthy food.For breakfast,she likes eggs,bananas and apples.For lunch,she likes hamburgers,salad and pears.And for dinner,she has chicken,tomatoes,French fries and,for dessert,ice cream.
For Section B 2a, 2B:
Sandra;Do you like carrots?
Tom;Yes,I do.I like all vegetables.
S;How about broccoli?Oo you like broccoli?
T;Yes,I do.It 's great!Do you like vegetables?
S;No,I don't like vegetables.Well ,only salad.I like salad.But I like fruit.I like bananas,oranges...
T;How about apples?I don't like apples!
S;Yes,Ilike apples.And you know what I really like?
T;What?
S;Ice cream!
I've written down your serial number. I'll make it for you after adoption

As shown in the figure, in △ ABC, ab = AC, D and E are the points on BC and AC respectively. When ∠ bad and ∠ CDE meet what conditions, ad = AE? Write down your reasoning

When ∠ bad = 2 ∠ CDE, ad = AE proves that if ∠ bad = 2 ∠ CDE, let ∠ CDE = x, then ∠ bad = 2x ∵ AB = AC, ∠ B = ∠ C ∵ 2 = ∠ CDE + ∠ C, ∠ ADC = ∠ bad + ∠ B ∵ 2 = x + ∠ C, ∠ 1 + x = 2x + ∠ B = 2x + ∠ C ∵ 1 = x + ∠ C = ∠ 2} ad = AE

Help to simplify the denominator without unknowns, topic (6x + 1) / (3x-2)

It's like. The level is limited. Let's go

The vector a = (- 2, - 1) B = (x, 1). X belongs to R. when x = 3, one is to find the absolute value of the product of AB and the sum of ab. two is to find the cosine of the included angle if it is positive
The vector a = (- 2, - 1) B = (x, 1). X belongs to R. when x = 3, one is to find the absolute value of the product of AB and the sum of ab. two is to find the range of X if the angle cosine is positive

(1)ab = -2x + (-1)*1 = -2x - 1 = -7
|a+b| = |(x-2,0)| = |x-2| = 1
(2)cos=ab/(|a|*|b|)=(-2x-1)/√5(x^2+1)>0
The range of solution x is x < - 1 / 2

It is known that in triangle ABC, angle B = angle c, BD and CE are bisectors of angle ABC and angle ACB respectively. Am is perpendicular to BD, m, an is perpendicular to CE and n,
Find: Triangle amn is isosceles triangle

It is proved that △ AMB ≌ △ ANC is isosceles, ABC is isosceles, AB is AC, ABM is ACN, am is isosceles

Factorization: 3A ^ 2B ^ 2-17abxy + 10x ^ 2Y ^ 2=__________

=(3ab-2xy)(ab-5xy)

Do lines have polar equations?
For example, can the line ax + by + C = 0 be transformed into a polar equation?

Yes

As shown in the figure, ab = AC, ad ⊥ BC at point D, ad = AE, AB bisects ∠ DAE and intersects de at point F. please write out three pairs of congruent triangles in the figure and select one pair to prove it

(1) (2) taking △ ADB ≌ ADC as an example, it is proved that ≌ ad ⊥ BC, ≌ △ AFE, ≌ BFD ≌ △ BFE, ≌ Abe ≌ △ ACD = 90 °. In RT △ ADB and RT △ ADC, ab = Acad = ad ≌