Use the given phrases and sentences (English) 1.angrily say yesterday he me to 2.until will I see not Friday you again 3.Mary a child spoil is 4.I a letter have uncle my from receive 5.he often go Fridays the to theatre

Use the given phrases and sentences (English) 1.angrily say yesterday he me to 2.until will I see not Friday you again 3.Mary a child spoil is 4.I a letter have uncle my from receive 5.he often go Fridays the to theatre

he said to me angrily yesterdayI will see you again until Fridayshe is a mary and spoiled childI have received a letter from my unclehe often goes to the theatre Fridays

How to say the following phrases or sentences in English,
Do not Google or other translation software translation, these I will use, accuracy is not high
1. Manufacturers actively build their own brands, the old management model has been unable to meet the needs of enterprises
2. Make reasonable planning
3. Realize scientific management

1. Manufacturers actively build their own brands, and the old management mode can no longer meet the needs of enterprises actively.The Old management module could not meet the requirements of the enterprises any more

I want to have a partner with whom I can practice English?

I would like to have a partner who can practise English with me

What are the phrases and sentences that describe the appearance and personality of a character in English?

1 appearance
He is handsome/ good-looking/ athletic/ muscular/ fat (Negative)/ overweight (Negative).
He has fine/ strong/ sharp/ regular features.
She’s pretty/ beautiful/ good-looking/ attractive/ plain/ slim/ plump/ thin (Negative)/ skinny (Negative).
S/he’s in her / his mid-40s./ S/he is somewhere between 25 and 30 years old./ S/he’s at least 30 years old./ S/he’s 40 at the most.
S/he’s tall / short / of medium height/ of average height/ about 5 feet tall.
She has short hair/ medium length hair/ long hair/ long wavy dark hair/ long and straight hair/ short and curly hair.
He has got a baby face/ chubby face/ round face/ an intelligent face.
She has a slim/ plump/ sensitive face,
His forehead is high/ broad/ rounded/ low/ flat/ narrow/ perfect.
Her eyes are big/ bright/ dark/ warm/ attractive/ intelligent.
He has a snub/ sharp/ straight/ hooked nose and a square chin.
2 clothing
S/he’s very well-dressed./ S/he likes to wear designer clothes.
He is dressed in a light brown suit and a red tie.
He looks very professional in a dark blue suit.
She looks very smart in a pale gray dress.
S/he always wears casual clothes like jeans and T-shirt.
3 character
Positive
confident,modest,brave,cheerful,kind,friendly,
generous,honest,independent,reliable,
patient,outgoing,sensitive,decisive,ambitious,
punctual,sociable,easygoing,gentle,thoughtful,
understanding,optimistic,frank,straightforward
Negative
Big-headed,bad-tempered,boring,bossy,
dull,dishonest,envious,fussy,impatient,
jealous,lazy,rude,mean,selfish,shy,timid,stubborn,careless,clumsy ,greedy ,conceited ,pessimistic ,aggressive ,cruel

Who can give me a few English expression "delicious" words or sentences, (to authentic point) thank you
A little more. Five, six,

Delicious
1 it's delicious
2 it's wonderful
3 I love it
4 Yummy!
5 Tasty
6 How delicious it is!
7 It's nice to palate
8 It's good to eat
Just for reference only

All English phrases or sentences expressing thank you and sorry
For example: by, so long

Thank you.Thanks.It 's very kind of you.I can't thank you enough.
Sorry
Sorry.I'm sorry.Excuse me.Pardon me.I beg your pardon.Please forgive me.

How to prove Euler formula in function theory of complex variable?
Euler formula: e ^ (I θ) = cos θ + isin θ

Expand Taylor's formula on both sides

cos4x=sin2x+cos2x

cos4x=cos²2x-sin²2x=cos2x+sin2x(cos2x+sin2x)(cos2x-sin2x)-(cos2x+sin2x)=0(cos2x+sin2x)(cos2x-sin2x-1)=0cos2x+sin2x=0,cos2x-sin2x=1cos2x+sin2x=0√2sin(2x+π/4)=02x+π/4=kπx=kπ/2-π/8cos2x-s...

Prove the square of (sin2x cos2x) = 1-sin4x

The square of (sin2x cos2x)
=The square of (sin (2x - π / 4) which is twice the root sign)
=1-cos[2*（2x-π/4）]
=1-cos(4x-π/2）
=1-sin4x

How does (sin3xsinx) sin2x + (cos3xcosx) cos2x = 1 / 2 [(cos2x-cos4x) sin2x + (cos2x + cos4x) cos2x] change

Integral sum difference formula
sinasinb=1/2[cos(a-b)-cos(a+b)]
cosacosb=1/2[cos(a-b)+cos(a+b)]