A) Uses the scalar vector product to check if the three points J(-3, -4), K(5, 0) and L (2,6) are the vertices of a right angle. B) The speed of an aircraft is 415 km/h according to a 120° cap. A wind of 30 km/h blows at 45°. C) Determines the velocity vector resulting from the aircraft in relation to the North. (Do this problem by algebraic representation.)
A) Uses the scalar vector product to check if the three points J(-3, -4), K(5, 0) and L (2,6) are the vertices of a right angle. B) The speed of an aircraft is 415 km/h according to a 120° cap. A wind of 30 km/h blows at 45°. C) Determines the velocity vector resulting from the aircraft in relation to the North. (Do this problem by algebraic representation.)
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Please answer these (a,b,). Explain well your calculations and steps! Thank you!!!
A) Uses the scalar vector product to check if the three points J(-3, -4), K(5, 0) and L (2,6) are the vertices of a right angle.
B) The speed of an aircraft is 415 km/h according to a 120° cap. A wind of 30 km/h blows at 45°.
C) Determines the velocity vector resulting from the aircraft in relation to the North. (Do this problem by algebraic representation.)
3. Determines a unit vector going in the opposite
direction to the vector at = 1-2,4].
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