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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. **the magnitude and direction exerted by two tugboats** towing a ship are 1610 kg N 35 W and 1250 kg S 55 W. Find the magnitude to the nearest 100th of a kg and the direction angl to the nearest 10th of a degree. Submitted: 12 years ago.. **Two tugboats** pull a barge across the harbor. One boat exerts a **force** of 7.5 × 104 N north, while the second boat exerts a **force** of 9.5 × 104 N at 15.0° north of west. Precisely, in what direction does the barge move? 2. Three workers move a car by pulling on three ropes. The first worker exerts a **force** of 6.00 × 102 N to the north, the second a **force** of 7.50 × 102 N to the east, and.

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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.

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1 Answer to **If the resultant** . Explore. miller pipeworx 400 tig setup. retired siberian cats for adoption near illinois; bms ddc wiring diagram. simple rpg system. viacom stock forecast 2022. ridley kanzo adventure review. lexmoto scooters. videojet excel 2000 troubleshooting. colnago master tyre clearance. ryobi 20 inch chainsaw review. will a 357 magnum stop a mountain lion.. 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.

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Question: **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 This problem has been solved! See the answer. "/> condos for sale at the peninsula delaware; wayfair swivel chair nursery; e90 ibs sensor bypass; article related to humanities; permanent tsb app.

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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.-~-~. Transcribed Image Text: **If the resultant force of the two tugboats** is 3.2 kN, directed along the positive r axis, determine the required magnitude of **force** FB. (Figure 1) Express your answer to **two** significant figures and include the appropriate units. HA FB = Value Units Submit Previous Answers Request Answer X Incorrect; Try Again; 5 attempts remaining Figure 1 of 1 Part B.

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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). A barge is pulled by **two tugboats**. **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 knowing that α= 45°, (b) the value of α for which the tension in rope 2 is minimum. Using Law of sines, T1= 3660 Ib, T2= 2590 Ib. 2–11. If **two** or more **forces** are acting on an object, then the **resultant force** on the object is the vector sum of the vector **forces** . 34 Example 7 – Finding the **Resultant Force Two tugboats** are pushing an ocean liner, as shown in Figure 11.12. Each boat is exerting a **force** of 400 pounds. What is the **resultant force** on the ocean liner? Figure 11.12 35. An online calculator to calculate the magnitude and direction of a vector from it components. Let v be a vector given in component form by. v = < v 1 , v 2 >. The magnitude || v || of vector v is given by. || v || = √ (v 1 2 + v 2 2 ) and the direction of vector v is angle θ in standard position such that. tan (θ) = v 2 / v 1 such that 0.

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- 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 , T B = 17.8 kN (b) T. Magnitude F can be found either by using components, , or by computing the - 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. 2–30. If FB = 3 kN and u= 45 , determine the magnitude of the**resultant force**of the**two tugboats**and its direction measured clockwise form the positive x axis. 2–31. If the. - Instructor's Solutions Manual for Engineering Mechanics: Statics Edition [EXP-823] If the
**resultant****force****of****the****two****tugboats**is 3 kN , directed along the positive x axis, determine the required magnitude of**force**{ F }_ { B } F B and its direction \theta θ Step-by-Step Report Solution Verified Solution Scan the QR Code - One
**tugboat**pulls on the barge with a**force**of magnitude 4000 units of**force**at . above the line AB (see the figure and the other**tugboat**pulls on the barge with a**force**of magnitude 5000 units of**force**at . below the line AB. Resolve the pulling**forces**to their scalar components and find the components of the**resultant force**pulling on the barge. - 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