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UNIVERSIDAD FERMÍN TORO
SISTEMA DE APRENDIZAJES INTERACTIVOS A DISTANCIA
CABUDARE
Actividad 2
FÌSICA I
INTEGRANTE:
FERNANDO GONZÁLEZ
C.I.: 21.037.695
INGENIERÍA EN TELECOMUNICACIÓN
1
1 Km
1,25 Km
825 m
Σ Fx = F1x + F2x + F3x Σ Fy = F1y + F2y + F3y
Σ Fx = 825 m x cos 270° + 1250m x cos (120°) + 1000m x cos (42°)
Σ Fx = 26,17 m
Σ Fy = 825 m x sen 270° + 1250 m x sen (125°) + 1000m x sen (42°)
Σ Fy = 868,07 m
Fr = √( 𝐹𝑥)2 + (𝐹𝑦)² Fr = √(26,17𝑚)2 + (868,07)² Fr = 868,46mts
Θ = tan−1
(
𝐹𝑦
𝐹𝑥
) θ = tan−1
(
868,07𝑚
26,17𝑚
) θ = 88,27°
48°
35°
2
A = 6i + 2j – 4k B = gi + N + 6k
(6i + 2j – 4k) . (-gi + Nj + 6k) = 0 PARALELO
- 54 + 2N + 24 = 0 2N = 78 N= 39
(6i + 2j – 4k) . (-gi + Nj + 6k) = -1 PERPENDICULAR
-54 + 2N – 24 = -1 2N = 77 N =
77
2
3
a)
= 750 kgr
Σ Fx = 0 Rx - Tcos∝ = 0 Σ Fx = 0 Tsen∝ - Wb = 0
1600Kgr . sen∝ - 750Kgr = o
sen∝ =
750𝐾𝑔𝑟
1500𝐾𝑔𝑟
h =
𝐶𝐴
𝑐𝑜𝑠∝
h =
80𝑐𝑚
𝑐𝑜𝑠30°
h = 92,37 cm
∝ = sen−1
(
1
2
) ∝ = 30°
80cm
h = ?
T = 1500 kgr
M
T
Wb
Rx
Wc
3
b)
Tan∝ =
𝐶𝑂
𝐶𝐴
Tsen 37,15° - Wb = 0
T =
750 𝑥 9,8 𝑚/𝑠𝑒𝑔2
𝑠𝑒𝑛 37,15°
T = 12170,81 New
∝ = tan−1
(
70𝑐𝑚
92,37𝑐𝑚
) ∝ = 37,15°
92,37
7cm
4
80Kgr . 9,8m/seg
784 New
Tx = 0 Tax + Tbx + Px =0
Ta . cos48° + Tb . cos145° + 784 cos270° = 0
0,6691 Ta – 0,8191 Tb = 0
Ty = 0 Tay + Tby + Py = 0
Ta . sem(48°) + Tb . sen(145°) + 784 sen270° = 0
0,7431 Ta + 0,5735 Tb = 784
0,6691 Ta - 0,8191 Tb = 0
0,7431 Ta + 0,5735 Tb = 784
Ta = 647,09 New
Tb = 528,59 New
48°35° 48°35°
TB TA
Actividad 2 - Fisica
Actividad 2 - Fisica

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Actividad 2 - Fisica

  • 1. UNIVERSIDAD FERMÍN TORO SISTEMA DE APRENDIZAJES INTERACTIVOS A DISTANCIA CABUDARE Actividad 2 FÌSICA I INTEGRANTE: FERNANDO GONZÁLEZ C.I.: 21.037.695 INGENIERÍA EN TELECOMUNICACIÓN
  • 2. 1 1 Km 1,25 Km 825 m Σ Fx = F1x + F2x + F3x Σ Fy = F1y + F2y + F3y Σ Fx = 825 m x cos 270° + 1250m x cos (120°) + 1000m x cos (42°) Σ Fx = 26,17 m Σ Fy = 825 m x sen 270° + 1250 m x sen (125°) + 1000m x sen (42°) Σ Fy = 868,07 m Fr = √( 𝐹𝑥)2 + (𝐹𝑦)² Fr = √(26,17𝑚)2 + (868,07)² Fr = 868,46mts Θ = tan−1 ( 𝐹𝑦 𝐹𝑥 ) θ = tan−1 ( 868,07𝑚 26,17𝑚 ) θ = 88,27° 48° 35°
  • 3. 2 A = 6i + 2j – 4k B = gi + N + 6k (6i + 2j – 4k) . (-gi + Nj + 6k) = 0 PARALELO - 54 + 2N + 24 = 0 2N = 78 N= 39 (6i + 2j – 4k) . (-gi + Nj + 6k) = -1 PERPENDICULAR -54 + 2N – 24 = -1 2N = 77 N = 77 2
  • 4. 3 a) = 750 kgr Σ Fx = 0 Rx - Tcos∝ = 0 Σ Fx = 0 Tsen∝ - Wb = 0 1600Kgr . sen∝ - 750Kgr = o sen∝ = 750𝐾𝑔𝑟 1500𝐾𝑔𝑟 h = 𝐶𝐴 𝑐𝑜𝑠∝ h = 80𝑐𝑚 𝑐𝑜𝑠30° h = 92,37 cm ∝ = sen−1 ( 1 2 ) ∝ = 30° 80cm h = ? T = 1500 kgr M T Wb Rx Wc
  • 5. 3 b) Tan∝ = 𝐶𝑂 𝐶𝐴 Tsen 37,15° - Wb = 0 T = 750 𝑥 9,8 𝑚/𝑠𝑒𝑔2 𝑠𝑒𝑛 37,15° T = 12170,81 New ∝ = tan−1 ( 70𝑐𝑚 92,37𝑐𝑚 ) ∝ = 37,15° 92,37 7cm
  • 6. 4 80Kgr . 9,8m/seg 784 New Tx = 0 Tax + Tbx + Px =0 Ta . cos48° + Tb . cos145° + 784 cos270° = 0 0,6691 Ta – 0,8191 Tb = 0 Ty = 0 Tay + Tby + Py = 0 Ta . sem(48°) + Tb . sen(145°) + 784 sen270° = 0 0,7431 Ta + 0,5735 Tb = 784 0,6691 Ta - 0,8191 Tb = 0 0,7431 Ta + 0,5735 Tb = 784 Ta = 647,09 New Tb = 528,59 New 48°35° 48°35° TB TA