An airplane is flying due east at 300 miles per hour. Simultaneously there is a 30 mph crosswind blowing at N25degreesW. a) Write vectors for the velocity of the plane A and the velocity of the wind W. Write vector components to the nearest tenth. b) add the vectors together to obtain Tyne velocity vector of the plane with respect to the ground.

Q: 4. Sketch the vector with magnitude 10 and direction 115° in standard position and calculate its…

A: We have to draw the vector with magnitude and find its components.

Q: State the formula relates the dot product of vectors and to their lengths and the angle betwee.…

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Q: 4. Find the angle between each pair of vectors. Round to two decimal places as necessary. a) (V3,…

A:

Q: A pilot sets his airspeed to 500 km/h on a heading of North 65 degrees East . A strong wind is…

A:

Q: The current in a river is pushing a boat in direction 24 degree north of east with a speed of 16…

A: Let us take the speed of river current to be V1 Let us take the speed of the wind be V2. Hence we…

Q: Suppose an airplane is flying 170 mph with a heading 25° east of south (295° measured…

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Q: Write the given vector in terms of i and j. ? = (1, 3)

A: (a,b) is written as : ai+bj

Q: Write down the line equation a) given a point Q and a vector v. b) given two points R and Q.

A: Since, our aim is to find the equation of a line that is :-(a) passing through a given point Q and a…

Q: 1. An airplane heads due north at 280 mph. It experiences a 38 mph crosswind flowing in the…

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