lý thuyết tin học a bài tập tin học a

Hệ thống lý thuyết và các dạng bài tập vật  lý luyện thi đại học

Hệ thống lý thuyết và các dạng bài tập vật lý luyện thi đại học

... Email: Jackie9x.spb@gmail.com  3 a = - 2 x 1 A a A v 2 2 2                 Hay 1 v a v v 2 max 2 2 2 max 2    hay 2 2 2 2 max a (v v )   hay 1 a a v v 2 max 2 2 max 2  ...  A) , gia tc có đ ln cc đi : a max =  2 A. Giá tr đi s: a max = 2 A khi x= -A; a min =- 2 A khi x =A; . -  v trí cơn bng (x = 0), gia tc bng 0. + Lc tác dng lên vt dao ... LC 1   A 3 A 1 B 1 A 2 B 2 B 3 A 3 A 1 B 1 A 2 Mcăsaoăăăăăăă Mcătamăgiácă tamăgiác UYN TI I C MễN VT í Email: Jackie9x.spb@gmail.com 30 in t. Trong thc t, cỏc mch dao...

Ngày tải lên: 05/01/2014, 08:10

86 1,7K 16
PHƯƠNG PHÁP GIẢI BÀI TẬP VẬT LÍ 12 Năm Học 2013 – 2014 – Tập 1

PHƯƠNG PHÁP GIẢI BÀI TẬP VẬT LÍ 12 Năm Học 2013 – 2014 – Tập 1

... A 1 để A 2max : A 2max = 2 1 sin( ) A ϕ ϕ − và A 1 = 2 1 tan( ) A ϕ ϕ − Chú ý: Nếu cho A 2 thì từ 2 công thức trên ta tìm được A = A min A min = A 2 sin(ϕ 2 - ϕ 1 ) = A 1 tan(ϕ 2 ... 0986338189 34 Tóm Tắt Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 1 BẢNG CHỦ CÁI HILAP Kí hiệu in hoa Kí hiệu in thường Đọc Kí số A α alpha 1 B β bêta 2 Γ γ gamma 3 ∆ δ denta 4 E ε epxilon ... c a lò xo ở VTCB (đơn vị là mét) + Đề cho x, v, a, A: ω  2 2 v A x −  a x  max a A  max v A 2. Cách xác định A: + A = x max : vật ở VT biên (kéo vật khỏi VTCB 1 đoạn rồi buông x = A) . Gv...

Ngày tải lên: 14/03/2014, 09:21

131 1,5K 4
Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 2

Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 2

... ngược pha: π+=ϕ∆ )1k2( thì: A = A 1 – A 2 . D. Nếu hai dao động lệch pha nhau bất kì: 21 AA − ≤ A ≤ A 1 + A 2 Gv soạn: ThS. Nguyễn Vũ Bình - Tel: 0986338189 23 Bài Tập Ôn Thi Đại Học Môn ... qua ma sát gi a m 1 và mặt sàn nằm ngang, ma sát gi a m 1 và m 2 là µ 12 = 0,8. Biên độ dao động c a vật m 1 bằng bao nhiêu để hai vật không trượt lên nhau: A. A ≤ 0,8 cm. B. A ≤ 2 cm C. A ... đúng: A. Độ lệch pha c a các dao động thành phần đóng vai trò quyết định tới biên độ dao động tổng hợp. B. Nếu hai dao động thành phần cùng pha: π=ϕ∆ 2k thì: A = A 1 + A 2 C. Nếu hai dao động...

Ngày tải lên: 14/03/2014, 09:21

145 2,4K 5
Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 4

Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 4

... đang ở vị trí x =A/ 2, người ta thả nhẹ nhàng lên m một vật có cùng khối lượng và hai vật dính chặt vào nhau. Biên độ dao động mới c a con lắc? A. ' 7 2 A A = B. ' 2 2 A A = C. ' 7A ... pha có cùng biên độ A gây ra tại M sự giao thoa với biên độ 2A. Nếu tăng tần số dao động c a hai nguồn lên 2 lần thì biên độ dao động tại M khi này là A. 0 . B. A C. A 2 . D. 2A Câu 13: Hai ... khoảng gi a A và B có giao thoa sóng do hai nguồn trên gây ra. Phần tử vật chất tại trung điểm O c a đoạn AB dao động với biên độ bằng: A. 2 a B. 2a C. 0 D .a Câu 2: Để khảo sát giao thoa sóng...

Ngày tải lên: 14/03/2014, 09:22

82 1,8K 1
Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 5

Tóm Tắt Lý Thuyết Và PP Giải Bài Tập Vật Lí 12 - Năm Học 2013 – 2014 – Tập 5

... 4>$)9B$'7&'&=%$'7  A. )& A 4<3 B.   A 4&'53 C. -4 A 4$3 D. -4 A 4 &'53 Câu ... HỎI THUYẾT ÔN THI ĐẠI HỌC MÔN VẬT LÍ - NĂM HỌC 2013 - 2014 – TẬP 3 Câu 49: >$)9B&'&=%2-4%   A >$45&'H P3I*#&'53 Q3I*#9)53 I3M ... )"#- 43 Câu 15: ~4")>$ A. )9>&'3 B. &')9>&'3 C. )9&'&=3 Gv...

Ngày tải lên: 14/03/2014, 09:22

97 1,2K 1
RÈN LUYỆN NĂNG LỰC HIỂU SÂU LÍ THUYẾT  THÔNG QUA MỘT BÀI TẬP HÌNH HỌC KHÔNG GIAN

RÈN LUYỆN NĂNG LỰC HIỂU SÂU LÍ THUYẾT THÔNG QUA MỘT BÀI TẬP HÌNH HỌC KHÔNG GIAN

... )) SD ABCD = · · · 0 tan 3 60 SA SDA SDA SDA AD = = =Þ Þ 4) SA ⊥ (ABCD) (gt) ⇒ AO là hình chiếu c a SO trên ( ABCD) ⇒ · ( ,( )) SO ABCD = · · tan 6 SA SO A SO A a AO = =Þ 5) BC ⊥ ( SAB) ⇒ ... (SAD))⇒ AK ⊥ ( SCD) (1) • SA⊥ ( ABCD) ⇒ SA ⊥ AD, AD⊥ AB ⇒ AD ⊥ ( SAB)(2) Từ (1) và (2) ta có · · · (( ),( )) ( , )SCD SAB AD AK DAK= = và do · · · 0 0 tan 3 60 30SDA SDA DAK= ⇒ = ⇒ = 7) Ta ... chiếu c a SA trên ( SCD) ⇒ · · · ( ,( )) ( , ) SA SCD SAAK ASK = = · tan AK ASK SK = , SK= 3 2 a ,AK = 3 2 a · · 0 1 tan 30 3 AK ASK ASK SK = = =Þ Þ 10) AH ⊥ ( SBC) ⇒ SH là hình chiếu c a SA trên...

Ngày tải lên: 07/01/2013, 22:47

11 1,3K 57
luyện thi đh kit 1 (đặng việt hùng) - lý thuyết về sóng âm (bài tập tự luyện)

luyện thi đh kit 1 (đặng việt hùng) - lý thuyết về sóng âm (bài tập tự luyện)

... 22. A 23. C 24. B 25. B 26. D 27. D 28. D 29. B 30. A 31. B 32. D 33. B 34. A 35. C 36. D 37. C 38. D 39. A 40. A 41. A 42. A 43. C 44. C 45. B 46. D 47. D 48. A 49. A ... trung trc c a AB cách AB 100 m và M là đim nm trên đng thng qua O song song vi AB, gn O nht mà ti đó nhn đc âm to nht. Cho rng AB << OI (vi I là trung đim c a AB ). Khong ... mt khong NA = 1m, có mc cng đ âm là L A = 90 dB. Bit ngng nghe c a âm đó I o = 0,1 nW/m 2 . Cng đ âm đó ti A là A. I A = 0,1 nW/m 2 . B. I A = 0,1 mW/m 2 . C. I A = 0,1 W/m 2 ....

Ngày tải lên: 17/02/2014, 23:16

4 530 8
luyện thi đh kit 1 (đặng việt hùng) - lý thuyết về sóng dừng (bài tập tự luyện)

luyện thi đh kit 1 (đặng việt hùng) - lý thuyết về sóng dừng (bài tập tự luyện)

... dây. C. khong cáh gi a hai nút sóng hay hai bng sóng liên tip. D. hai ln khong cách gi a hai nút sóng hay hai bng liên tip. LÝ THUYT TNG HP V SÓNG DNG (BÀI TP T LUYN) Giáo ... mt si dây mà hai đu đc gi c đnh, bc sóng bng A. đ dài c a dây. B. mt n a đ dài c a dây. C. khong cách gi a hai bng sóng liên tip. D. hai ln khong cách gi a hai bng sóng liên ... Mô t s i dây AB co chiê u da i 1 m cng ngang , đâ u A cô đi nh , đâ u B g n v i mô t nha nh cu a âm thoa dao đô ng điê u hoa v i tâ n sô 20 Hz. Trên dây AB co mô t so...

Ngày tải lên: 17/02/2014, 23:16

4 546 8
he thong ly thuyet và cac dang bai tap vat ly LTDH

he thong ly thuyet và cac dang bai tap vat ly LTDH

... có u AB và u AM lệch pha nhau  Ở đây 2 đoạn mạch AB và AM có cùng i và u AB chậm pha hơn u AM   AM –  AB =   tan tan tan 1 tan tan          AM AB AM AB Nếu u AB ...  1 2 1 2 tan tan tan 1 tan tan          Trường hợp đặc biệt  = /2 (vuông pha nhau) thì tan 1 tan 2 = -1. LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ Email: Jackie9x.spb@gmail.com  ... 2 kA A S mg g * gim biờn sau mi chu k l: 2 4 4 mg g A k gim biờn sau N chu k: N 0 N 4NF ms A = A - A = K * S dao ng thc hin c: 2 4 4 A Ak A N A mg g * Thi gian...

Ngày tải lên: 27/02/2014, 19:41

65 1,5K 5
CHUYÊN đề 16 lý THUYẾT và PP GIẢI bài tập điện PHÂN

CHUYÊN đề 16 lý THUYẾT và PP GIẢI bài tập điện PHÂN

... H + c a axit dễ bị khử hơn các ion H + c a nước b) Khả năng phóng điện c a các anion ở anot: Ở anot xảy ra quá trình oxi h a các anion gốc axit như Cl - , S 2- …hoặc ion OH- c a bazơ kiềm ... Ngược lại trên anot sẽ diễn ra sự oxi h a dạng khử c a cặp có thế oxi h a – khử nhỏ nhất trước. a) Khả năng phóng điện c a các cation ở catot: Ở catot có thể xảy ra các quá trình khử sau đây: - ... Na, K, Ba, Ca, Mg, Al Ví dụ 1: Điện phân NaCl nóng chảy có thể biểu diễn bằng sơ đồ: Catot ( – ) NaCl Anot ( + ) 2| Na + + e → Na 2Cl - → Cl 2 + 2e Phương trình điện phân là: 2NaCl 2Na...

Ngày tải lên: 12/03/2014, 00:57

9 1,4K 40
HỆ THỐNG lý THUYẾT và các DẠNG bài tập vật lý 10

HỆ THỐNG lý THUYẾT và các DẠNG bài tập vật lý 10

... src="data:image/png;base64,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 3A6 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 4A/ 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 /a9 733v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr 6a4 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 6a4 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 ... src="data:image/png;base64,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 3A6 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 4A/ 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 /a9 733v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr 6a4 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 6a4 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 ... src="data:image/png;base64,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 3A6 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 4A/ 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 /a9 733v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr 6a4 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 6a4 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...

Ngày tải lên: 12/03/2014, 09:35

21 3,7K 4
ly thuyet va cac dang bai tap vat ly 12

ly thuyet va cac dang bai tap vat ly 12

... m/s. Bài 4 . Ta có: eU AK = hf max  U AK = e hf max = 26,5.10 3 V. Bài 5 . Ta có: eU AK = hf max  f max = h eU AK = 0,483.10 -19 Hz. Bài 6 . Ta có: eU AK   = hc    min = AK hc eU = ... và Cao ng Bài 2. Ta có: eU AK   = hc   U AKmax = min hc e  = 31.10 3 V. Bài 3. a) Ta có: I = U P = 0,04 A. b) Ta có: 2 1 mv 2 max = eU 0 = eU 2  v max = m eU 22 = 7.10 7 m/s. Bài ... = 26,5.10 3 V). Bài 5. Hiu n th gi a hai n cc c a ng Cu-lít-gi (ng tia X) là U AK = 2.10 4 V, b qua ng nng ban u c a êlectron khi bt ra khi catt. Tính tn s ln nht c a tia X mà...

Ngày tải lên: 14/03/2014, 09:19

14 1,6K 0
Lý thuyết và một số bài tập về hàm số bậc 4 potx

Lý thuyết và một số bài tập về hàm số bậc 4 potx

... trị c a hàm số là nghiệm đơn hay nghiệm bội ba c a a thức: f ′ ( ) x = 4x 3 + 24ax 2 – 8 () x 1 + 2a = 4x ( ) 2 x + 6ax - 2 1 + 2a ⎡⎤ ⎣⎦ Tam thức g(x) = x 2 + 6ax – 2(1 + 2a) có ... –2 ( ) 2 6a + 2a + 1 x 2 + 4 ( ) 2 a + 2a x + 3 vì = = ff ′ () 1 x f ′ () 2 x ′ ( ) 3 x = 0 Vậy, phương trình Parabol đi qua 3 điểm cực trị là : y = –2 ( ) 2 6a + 2a + 1 x 2 + 4 ( ) 2 a + 2a x ... 24ax 2 – 8 () x 1 + 2a y ′′ = 12x 2 + 48ax – 8 () 1 + 2a y ′′ = 0 3x⇔ 2 + 12ax – 2 ( ) 1 + 2a = 0 (9) Vì (9) có = 3 6a ′ Δ 2 + 6 () 1 + 2a = 6 ( ) 2 6a + 2a + 1 > 0 , ∀ a...

Ngày tải lên: 19/03/2014, 15:20

13 1,5K 10
HỆ THỐNG LÝ THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT LÝ 11 potx

HỆ THỐNG LÝ THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT LÝ 11 potx

... c a mắt. LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ Email: Duclongtn95@gmail.com 1 HỆ THỐNG THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT 11 * Tóm tắt thuyết * Công thức tính nhanh * Các dạng bài ... ' 11 dd  ; k = AB BA '' = - d d' = df f  . ; ABkBA .''  Qui ước dấu d OA  : d > 0 : vật thật ; d< 0 : vật ảo. LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ ... Ir, hay r I AB U   E (dòng điện chạy từ A đến B, qua nguồn từ cực âm sang cực dương) - Định luật Ôm cho đoạn mạch ch a máy thu U AB = V A – V B = Ir’ + E p , hay 'r U I pAB E-  ...

Ngày tải lên: 25/03/2014, 23:20

22 3K 82
Hệ thống lý thuyết và các dạng bài tập Vật Lý LTĐH docx

Hệ thống lý thuyết và các dạng bài tập Vật Lý LTĐH docx

... 2 Hai dao động cùng pha 2 : Hai dao động ngược pha (2 1) : Hai dao động vuông pha (2 1) : 2 Hai dao động có độ lệch pha : k A A A k A A A k A A A const A A A A A 2. Khi biết một dao động ... lớn c a li độ. - Ở vị trí biên (x =  A) , gia tốc có độ lớn cực đại : a max =  2 A. Giá trị đại số: a max = 2 A khi x= -A; a min =- 2 A khi x =A; . - Ở vị trí cân bằng (x = 0), gia tốc ... y A A A A        2 2 x y A A A    và tan y x A A   với  [ Min ; Max ] 4. Dùng máy tính tìm phương trình ( dùng cho FX 570ES trở lên) LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ Email:...

Ngày tải lên: 25/03/2014, 23:20

58 1,1K 8

Bạn có muốn tìm thêm với từ khóa:

w