Đề thi thử lý năm 2015 - Có giải chi tiết kèm theo (59)

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Đề thi thử lý năm 2015 - Có giải chi tiết kèm theo (59)

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[...]... tụ điện là: u = u 2 - u 1 = 6cos 10  t 2  2.10 6 T= w s Thời gian ngắn nhất kể từ thời điểm ban đầu để điện áp trên 2 bản tụ chênh lệch nhau 3V là: t =  10 6 3 T1 2 6 2.10 6 = 3 s => Đáp án D Câu 42: Công suất hao phí sau 1 giờ là: 600 P   25 24 kW => Công suất có chs là: Pci = P - P = 200 - 25 = 175 >> Truy cập http://tuyensinh247.com/ để học Toán -L - Hóa- Sinh- Văn- Anh tốt nhất 12 =>... không còn sóng cơ học thì không => A sai Sóng điện từ giống như sóng âm nên là sóng dọc nhưng có thể lan truyền trong chân không sai vì sóng điện từ là sóng ngang => B sai >> Truy cập http://tuyensinh247.com/ để học Toán -L - Hóa- Sinh- Văn- Anh tốt nhất 11 Sóng điện từ có các tính chất của sóng cơ và là sóng ngang, có thể lan truyền trong mọi môi trường kể cả chân không => C đúng Khi sóng lan thì điện trường... 4Co/3 4 4 '   50 3 3 = 57,73m => => Đáp án C >> Truy cập http://tuyensinh247.com/ để học Toán -L - Hóa- Sinh- Văn- Anh tốt nhất 13 U Zc R 2  ( Zl  Zc) 2 Khi L thay đổi đê Ucmax |Zl -Zc| min U Zc Zl = Zc => Uc = R U R Câu 47: Ta có: Uc = 2 2 UR = R  ( Zl  Zc) Khi L thay đổi đê URmax |Zl -Zc| min Zl = Zc => UR = U Vẽ giản đồ vecto khi L thay đổi Ulmax ta được khi đó: U R 2  Zc... đoạn mạch 1 góc   4  => Công suất tiêu thụ của đoạn mạch X là: Px = P - PR = UIcos  - I R= 200 2 2.cos 4 - 4.50 = 200W => Đáp án A 2 Câu 50: Người ta gọi động cơ không đồng bộ ba pha vì tốc độ quay của rôto không bằng tốc độ quay của từ trường quay => Đáp án D >> Truy cập http://tuyensinh247.com/ để học Toán -L - Hóa- Sinh- Văn- Anh tốt nhất 14 ... ngược chi u khi vật đi từ biên về VTCB => A sai Véc tơ vận tốc và véc tơ gia tốc luôn không đổi sai, vecto vận tốc và véc tơ gia tốc thay đổi khi vật chịu lực cản => B sai Véc tơ vận tốc và véc tơ gia tốc luôn đổi chi u khi qua vị trí cân bằng sai vì vecto gia tốc đổi chi u khi đi qua biên => D sai C thi u đề Câu 36: Sóng điện từ cũng có tính chất giống hoàn toàn với sóng cơ học sai vì sóng điện từ có. .. => Đáp án A Câu 43: Zl = wL = 50 3  U Zl 2  R 2 2 2 Ta có: Ud = R  ( Zl  Zc) 2 2 Khi C thay đổi để Udmax (Zl - Zc) min (Zl - Zc) = 0 2.10 4  3 F Zl = Zc = 50 3  => C = => Đáp án C Uo 2 C L.Io 2  2 Câu 44: Ta có: Wc = Wl 2 U 0 10.10 6 Uo 2 C  L 0,1 => Io = = 0,01U 0 Do i và u vuông pha với nhau nên tại mọi thời điểm ta có: i u 0,02 2 4 2 ( ) 2  ( ) 2  1  ( ) ( ) 1 Io... thời gian ta được: v2 (10 ) 2 A2  x 2  2  52  w (2 ) 2 50 => A = 5 2 cm Tại thời điểm an đầu x > 0 , v > 0 => Ban đầu vât đang chuyển động theo chi u dương 5   => Pha ban đầu của vật thỏa mãn: cos  = 5 2 =>  = 4   = 4 Do ban đầu vật đang đi theo chi u dương => => Phương trình dao động của vật là:   t  t  4 ) = 5 2 sin(2 4) x = 5 2 cos(2 => Đáp án C w1  Câu 41: w2  1 L1C1 6 = 10 ... Zl  1 Zc Zc 2  U ( R 2  ( wL) 2 )( wC ) 2  2 w 2 LC  1 U w L C  w ( R 2 C 2  2 LC )  1 Câu 45: Ta có: Uc = 2 Đặt w = x b 2 LC _ R 2 C 2   2 L2 C 2 Ucmax x = 2a 4 2 2 2 w1  w2 b 2 2 Mặt khác lại có: x 1 + x 2 = - a = 2 x => w = => w = 50  2 rad/s => Đáp án D 2 2 S 9 Câu 46: Ta có: Co = 9.10 4d Sau khi nhúng 1/3 điện tích các bản tụ vào trong điện môi thì tụ điện trở thành 2 tụ điện...Câu 29: Vào lúc t=0,5s thì vật có li độ là:  10 0,5  ) 3 = -2 x = 4cos( Phương trình vận tốc của vật là:   5 10t   ) 10t  ) 3 2 = 40  cos( 6 v = wAcos( Vào lúc t=0,5s thì vật có vận tốc là: 5 10 0,5  ) 6 = 20  3 cm/s v = 40  cos( => Đáp án A Câu 30: Chu kì dao động của con lắc là: T = 60/360... độ dòng điện khi ngắt tụ C là: U I2 = R 2  Zl 2 Do I 1 = I 2 => Zl = | Zl -Zc | Zc = 2Zl Độ lệch pha giữa biểu thức cường độ dòng điện trong 2 trường hợp là:    3 Do Zl = Zc - Zl  => Độ lệch pha giữa u và i ở 2 trường hợp bằng nhau và bằng 6 => Biểu thức điện áp là:  100t  12 ) u = 60 2 cos( => Đáp án B Câu 49: ta có : 1/400 = T/8 Tại thời điểm t điện áp tức thời hai đầu đoạn mạch là 400V.Tại . 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