2. If FB = 3 kN and = 45 , determine the magnitude of the **resultant force** of the **two tugboats** and its direction measured clockwise from the positive x axis. 3. **If the resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and FB is to be a minimum, determine the magnitude of FR and FB and the angle. **If the resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and F_B is to be a minimum, determine the magnitude of F_R and F_B and the angle theta. 1 Approved **Answer**. Aditya T answered on January 29, 2021. 5 Ratings, (9 Votes) Detail Solution is given in attachment, if any issue kindly let me know. A barge **is pulled by two tugboats as shown in** the figure below. The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. What will be the value of θ so that tension in rope 2 is minimum? This question was previously asked in. . **Tugboats** and a Barge **Two** **tugboats** are pulling a barge, as shown. One pulls with a **force** **of** 20,000 pounds in the direction N50E and the other with a **force** **of** 34,000 pounds in the direction S75E. (a) Find the **resultant** **force** on the barge as a vector. If FB = 3kN and θ = 45°, determine : 2016404. **2-29. If FB = 3kN and** θ = 45°, determine the magnitude of the **resultant force** of the **two tugboats** and its direction measured clockwise from the positive x axis. 2-30. **If the resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and FB is to be a minimum. Solution: Express each of the **two forces** in Cartesian vector form and then determine the magnitude and coordinate direction angles of the **resultant force**. Solution: The cylindrical vessel is supported by three cables which are concurrent at point D. Express each **force** which the cables exert on the vessel as a Cartesian vector, and determine the magnitude and coordinate. Answer to **If the resultant force** of the **two tugboats** is 3kN, directed along the positive axis, determine the required magnitude of **force** F B and its direction θ. | SolutionInn. The **two forces** act on a bolt at A. Determine their **resultant**. Results of three or more **forces** 1-Graphical solution Example: A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is 5000 lbf directed along the axis of the barge, determine . Chapter **two** Statics of Particles 6 a) othe tension in each of the. The **two forces** act on a bolt at A. Determine their **resultant**. Results of three or more **forces** 1-Graphical solution Example: A barge is pulled by **two tugboats**. If the **resultant** of the **forces** exerted by the **tugboats** is 5000 lbf directed along the axis of the barge, determine . Chapter **two** Statics of Particles 6 a) othe tension in each of the. a; Calculate **resultant force** of the ship due to the **two tugboats**. b; Calculate drag **force** on the ship. (wtf is this? We were never taught this) _____-Example question 3: An object of weight 7.5N hangs on the end of a cord, which is a attached to the midpoint of a wire stretched between **two** points on the same horizontal level. Each wire half is. The barge B is pulled by **two tugboats** A and C. At a given instant the tension in cable AB is 4500 lb and the tension in cable BC is 2000 lb. Determine by trigonometry the magnitude and direction of the **resultant** of the **two forces** applied at B at that instant. SOLUTION Using the law of cosines: 180 30 45 105 b b = - - = ( )()( )(). The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. What will be the value of θ so that tension in rope 2 is minimum? The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. Figure 6.4 (a) A view from above **of two tugboats** pushing on a barge. (b) The free-body diagram for the ship contains only **forces** acting in the.

**two tugboats**.

**If the resultant**of the

**forces**exerted by the

**tugboats**is 5000 lbf directed along the axis of the barge, determine SOLUTION: • Find a graphical solution by applying the Parallelogram Rule for vector addition. The parallelogram has sides in the directions of the

**two**ropes and a diagonal in the direction of the barge axis and length. The magnitude and direction exerted by

**two tugboats**towing a ship are 1620 kilograms, N 35W, and 1270 kilograms, S 50W, respectively. Find the magnitude, in kilograms, and the direction angle, in degrees, of the

**resultant force**.

Determine the magnitude of **force** F so that the **resultant** of the three **forces** is as small as possible. It is clearly impossible to make the **resultant force** zero so they are in equilibrium: no triangle involving these **forces** would match up. (And this isn't the solution of the book, either). So the only thing which I could think to do was the. The barge B is pulled by **two tugboats** A and C. At a given instant the tension in cable AB is 4500 lb and the tension in cable BC is 2000 lb. Determine by trigonometry the magnitude and direction of the **resultant** of the **two forces** applied at B at that instant. SOLUTION Using the law of cosines: 180 30 45 105 b b = - - = ( )()( )(). The barge B is pulled by **two tugboats** A and C. At a given instant the tension in cable AB is 4500 lb and the tension in cable BC is 2000 lb. Determine by trigonometry the magnitude and direction of the **resultant** of the **two forces** applied at B at that instant. SOLUTION Using the law of cosines: 180 30 45 105 b b = - - = ( )()( )(). A ship is being pulled by **tugboats** with **forces** of 300 N and 800 N. The angle between the **forces** is 45 degrees. ... **Quick question about resultant forces of tugboats** Thread starter TomRiddle; Start date Oct 19, 2016; Oct 19, 2016 #1 ... The **two forces** are 45deg to each other? No "x-axis" has been defined so you need to work out if you are free. A barge is pulled by **two tugboats** . **If the resultant** of the **forces** exerted by the **tugboats** is 5000 lbf directed along the axis of the barge, determine a) the tension in each of the ropes for α = 45o, b) the value of a for which the tension in rope 2 is a minimum. SOLUTION (a) tension for α=45 1. Question. 11. **Resultant Force Two tugboats** are pulling a barge as shown in the figure. One pulls with a **force** of 2.0 104lb in the direction N 50∘E , and the other pulls with a **force** of 3.4 ×104lb in the direction S 75∘E . (a) Find the **resultant force** on the barge as a vector. (b) Find the magnitude and direction of the **resultant force**. Answer to **If the resultant force** of the **two tugboats** is 3kN, directed along the positive axis, determine the required magnitude of **force** F B and its direction θ. | SolutionInn. Example 1: **Two tugboats** are towing a cargo ship as shown below. **Tugboat** A exerts a **force** of 15,000 N at a 30В° angle while **tugboat** B exerts a **force** of 20,000 N Principle of Statics, **Force** Systems, Resolution and Composition of **Forces**. **Resultant** of **Concurrent Forces**. Moment of a **force**, Varignon`s Theorem. a; Calculate **resultant force** of the ship due to the **two tugboats**. b; Calculate drag **force** on the ship. (wtf is this? We were never taught this) _____-Example question 3: An object of weight 7.5N hangs on the end of a cord, which is a attached to the midpoint of a wire stretched between **two** points on the same horizontal level. Each wire half is. Mechanical Engineering questions and answers. If the **resultant force** of the **two tugboats** is 3 KN, directed along the positive x axes, determine the required magnitudes of **force** Fb and it direction . Given: FA = 2KN =30. Find: FB and its direction. **If the resultant force** of the **two tugboats** is 3 kN, directed along the positive x axis, determine the required magnitude of **force** FB and its direction u. y. A. FA. 2 kN 30. x. u C. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is a 25 kN **force** directed along the axis of the barge, determine (a)the tension in each rope given α = 45 , (b) the value of α for which the tension in rope 2 is minimum. Sample Problem. VIDEO ANSWER: already drawn the diagram. Um, the **resultant** is three Killah Newtons directed along the positive X axis. So I need to figure out f subi and zero. Well, um, fcb Anna and Elsa bear gonna cancel each oth. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is 30 kNdirected along the axis of the barge ;barge,; (a) determine the tension in each of the ropes when α= 35o, (b) determine αfor which the tension in rope A is minimum. A (a) T A = 20 kN ,. **Determine the magnitude of the resultant force** acting on the. Need more help! **Determine the magnitude of the resultant force** acting on the bracket and its direction measured counterclockwise from the positive u axis.? Transcribed Image Text: F2 = 300 lb 30 20 u-. Question. 11. **Resultant Force Two tugboats** are pulling a barge as shown in the figure. One pulls with a **force** of 2.0 104lb in the direction N 50∘E , and the other pulls with a **force** of 3.4 ×104lb in the direction S 75∘E . (a) Find the **resultant force** on the barge as a vector. (b) Find the magnitude and direction of the **resultant force**. Mechanical Engineering questions and answers. If the **resultant force** of the **two tugboats** is 3 KN, directed along the positive x axes, determine the required magnitudes of **force** Fb and it direction . Given: FA = 2KN =30. Find: FB and its direction. Problem 2 a) the tension in each of the ropes for = 45o, b) the value of for which the tension in rope 2 is minimum. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is a 25 kN directed along the axis of the barge, determine 02/01/2017 S.ThangaKasiRajan, [email protected] 29 30.

For example, to find the **resultant of two** vectors A ... in mechanics to find **resultant force** vectors and the resultants of many derived vector quantities, and in electricity and magnetism to find **resultant** electric or magnetic vector fields. Example 2.9. Analytical Computation of a **Resultant** Three displacement vectors A → A →, B → B →, and C → C → in a plane (Figure 2.13) are.

If the **resultant force** of the **two tugboats** is 3 kN,directed along the positive x axis, determine the requiredmagnitude of **force** FB and its direction u. Get t. The barge B is pulled by **two tugboats** A and C. At a given instant the tension in cable AB is 4500 lb and the tension in cable BC is 2000 lb. Determine by trigonometry the magnitude and direction of the **resultant** of the **two forces** applied at B at that instant. SOLUTION Using the law of cosines: 180 30 45 105 b b = - - = ( )()( )(). **If the resultant force of the two tugboats**. Published May 26, 2016 at dimensions 427 × 339 in **If the resultant force of the two tugboats**. ← Previous. **If the resultant force** of the **two tugboats** is 3 kN, directed along the positive x axis, determine the required magnitude of **force** FB and its direction u. y. FA. A. 2 kN 30. x. u C. If the **resultant force** of the **two tugboats** is 3 kN, directed along the positive x axis, determine the required magnitude of **force** FB and its direction θ.-~-~. The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. What will be the value of θ so that tension in rope 2 is minimum? The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. Figure 6.4 (a) A view from above **of two tugboats** pushing on a barge. (b) The free-body diagram for the ship contains only **forces** acting in the.

**If** **the** **resultant** **force** **of** **the** **two** **tugboats** is 3 kN,directed along the positive x axis, determine the requiredmagnitude of **force** FB and its direction u. Get t. If the **resultant** **force** **of** **the** **two** **tugboats** is required nt to be directed towards the positive x axis, and Fa is to be a minimum, determine the magnitude of FR and FB and the angle θ. A barge is pulled by **two tugboats**. If the **resultant** of the **forces** exerted by the **tugboats** is 3500 lb directed along the axis of the barge, determine the tension in each of the ropes for α = 35 o. Transcribed Image Text: 3. A barge is pulled by **two tugboats**. Report Thread starter 7 years ago. #1. A ship towed at constant speed by **two tugboats**, each pulling the ship with a **force** of 9kN. The angle between **tugboat** cables is 40 degrees. A) calculate the **resultant force** on the ship due to the **two** cables. B)calculate the drag **force** on the ship. 0.

**Two tugboats** are pulling a barge . **If the resultant** of the **forces** exerted by the **tugboats** is a 5000 - lb **force** directed along the axis of the barge , determine ( a ) the tension in each of the ropes , given that α 5 45 ° , ( b ) the value of α for which the tension in rope 2 is minimum 2 . **Two forces** are applied as shown to a hook support. Okay, but we know that the **resultant** is in the positive X direction, so the result in **force** is tuned. Killing Newton's has forced a times the co sign of 30 plus B, which is three fcb is three Hussein data and that's gonna be in killer news. We know that Ah, the in the wider action, the **forces** will cancel out. And so to sign fade ah equals three.

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Transcribed image text: #30 If the **resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and Fb is to be a minimum, determine the magnitude of Fr and Fb and the angle 2-29. If FB= 3 kN and theta=. **Two tugboats** are pulling a barge . **If the resultant** of the **forces** exerted by the **tugboats** is a 5000 - lb **force** directed along the axis of the barge , determine ( a ) the tension in each of the ropes , given that α 5 45 ° , ( b ) the value of α for which the tension in rope 2 is minimum 2 . **Two forces** are applied as shown to a hook support. **If the resultant force** acting on the bracket is to be directed along the positive x axis and the magnitude of F1 is required to be a minimum, determine the magnitudes of the **resultant force** andF1. **If the resultant force** acting on the bracket is FR = {– **If the resultant force** > acting on the bracket is FR = {– 300i + 650j + 250k} N, determine the magnitude and coordinate direction. **If the resultant force** of the **two tugboats** is 3 kN, directed along the positive x axis, determine the required magnitude of **force** FB and its direction u. SOLUTION C The parallelogram law of addition and the triangular rule are shown in Figs. a and b, SOresLpUecTtivIeOly.N ThAe palryailnleglothgeralmawlaowf coofsaindedsittionFiagn.db,the. Example 1: **Two tugboats** are towing a cargo ship as shown below. **Tugboat** A exerts a **force** of 15,000 N at a 30° angle while **tugboat** B exerts a **force** of 20,000 N at a 50° angle. Determine the magnitude and direction of the **resultant force** acting on the cargo ship. Solution: We begin the analysis by drawing the known **force** vectors. .

**Two tugboats** are towing a ship in a straight line. Tug A is pulling with a **force** of 50kN at 60 degrees to the direction in which the ship is moving. Tug B is pulling at 30 degrees to the direction in which the ship is moving. Draw a sketch and then calculate the magnitude of: the **resultant force** on the ship and the **force** from tug B. (2 marks). A barge is pulled by **two**... A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is 5000... A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is 5000 N directed along the axis of the barge, determine The tension in each of the ropes for a = 45° (2 marks) ? ? 300 ?.

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**If the resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and F_B is to be a minimum, determine the magnitude of F_R and F_B and the angle theta. 1 Approved **Answer**. Aditya T answered on January 29, 2021. 5 Ratings, (9 Votes) Detail Solution is given in attachment, if any issue kindly let me know. A barge **is pulled by two tugboats as shown in** the figure below. The **resultant** of **forces** exerted by the **tugboats** is 1000 kg **force**. What will be the value of θ so that tension in rope 2 is minimum? This question was previously asked in. A barge is pulled by **two tugboats**.**If the resultant** of the **forces** exerted by **tugboats** is a 25 kN **force** directed along the axis of barge, determine the tension in each of the ropes. 1 30o 45o 2 C. Using law of sines. R=25 kN o. T2. 45o 30 105o T1. T1 T2 25kN. sin 45 sin 30 sin 105 25kN sin 45 T1 18.30 kN sin 105 25kN sin 30 T2 12.94 kN sin 105. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is 30 kNdirected along the axis of the barge ;barge,; (a) determine the tension in each of the ropes when α= 35o, (b) determine αfor which the tension in rope A is minimum. A (a) T A = 20 kN ,. **Two** **tugboats** are pulling a barge. If the **resultant** **of** **the** **forces** exerted by the **tugboats** is a 5000-lb **force** directed along the axis of the barge, deter-mine (a) the tension in each of the ropes, given that α = 45°, (b) the value of α for which the tension in rope 2 is minimum. Step-by-Step Report Solution Verified Solution. The figure below illustrates **two tugboats** pulling a barge. If **tugboat** A exerts a **force** of 5000 pounds, what **force** must **tugboat** B exert if the barge is to move along the straight line l? Here is what I have so far: let f be the magnitude of **tugboat** B **tugboat** A: 5000<cos40,sin40> **tugboat** B: f<cos35,sin35> 5000<cos40,sin40> = f<cos35,sin35.

Example 1: **Two tugboats** are towing a cargo ship as shown below. **Tugboat** A exerts a **force** of 15,000 N at a 30° angle while **tugboat** B exerts a **force** of 20,000 N at a 50° angle. Determine the magnitude and direction of the **resultant force** acting on the cargo ship. Solution: We begin the analysis by drawing the known **force** vectors. Mechanical Engineering questions and answers. If the **resultant force** of the **two tugboats** is 3 KN, directed along the positive x axes, determine the required magnitudes of **force** Fb and it direction . Given: FA = 2KN =30. Find: FB and its direction. A ship is being pulled by **tugboats** with **forces** of 300 N and 800 N. The angle between the **forces** is 45 degrees. ... **Quick question about resultant forces of tugboats** Thread starter TomRiddle; Start date Oct 19, 2016; Oct 19, 2016 #1 ... The **two forces** are 45deg to each other? No "x-axis" has been defined so you need to work out if you are free. If the **resultant force** of the **two tugboats** is 3 kN , directed along the positive x axis, determine the required magnitude of **force** and its direction Search R e w a r d s. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is a 25 kN **force** directed along the axis of the barge, determine (a)the tension in each rope given α = 45 , (b) the value of α for which the tension in rope 2 is minimum. Sample Problem. Problem 2 a) the tension in each of the ropes for = 45o, b) the value of for which the tension in rope 2 is minimum. A barge is pulled by **two tugboats**. **If the resultant** of the **forces** exerted by the **tugboats** is a 25 kN directed along the axis of the barge, determine 02/01/2017 S.ThangaKasiRajan, [email protected] 29 30.

**If the resultant force of two tugboats** required to be . Not my Question Bookmark. Flag Content. Question : **If the resultant force of two tugboats** required to be : 188232. **If the resultant force of two tugboats** is required to be directed towards the positive x axis, and. FB is to be a minimum, determine the magnitude of FR and FB and the angle ?. Solution. 5 (1 Ratings ) Solved.. If FB = 3 kN and u = 45 , determine the magnitude of the **resultant force** of the **two tugboats** and its direction measured clockwise from the positive x axis. 3. **If the resultant force** of the **two tugboats** is required to be directed towards the positive x axis, and FB is to be a minimum, determine the magnitude of FR and FB and the angle u.

Example 1: **Two tugboats** are towing a cargo ship as shown below. **Tugboat** A exerts a **force** of 15,000 N at a 30° angle while **tugboat** B exerts a **force** of 20,000 N at a 50° angle. Determine the magnitude and direction of the **resultant force** acting on the cargo ship. Solution: We begin the analysis by drawing the known **force** vectors. A barge is pulled by **two** **tugboats**.**If** **the** **resultant** **of** **the** **forces** exerted by the **tugboats** is 3500 lb directed along the axis of the barge, determine the tension in each of the ropes for α = 35 o. Transcribed Image Text: 3. A barge is pulled by **two** tugboats.A barge is pulled by **two** **tugboats**. **If** **the** magnitude of the **resultant** **force** is to be $500 \mathrm{N}$ directed a 06:00 Express each of the.

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There are three major components that **tugboats** have to get the job done. 1. **Tugboat** engines. Most tugs have **two** diesel-powered engines which run the propellers. But they are not ordinary engines. They are very powerful, enough to deliver the required power needed to perform its duties. “A tugs power is measured in Bollard Pull (BP). **Example 1**: **Two tugboats** are towing a cargo ship as shown below. **Tugboat** A exerts a **force** of 15,000 N at a 30° angle while **tugboat** B exerts a **force** of 20,000 N at a 50° angle. Determine the magnitude and direction of the **resultant force** acting on the cargo ship. Solution: We begin the analysis by drawing the known **force** vectors. We then.

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