Who wants to be the vector master?
Same Rules as who wants to be a millionaire, but in this case your questions are about vectors, you got 4 answer choices and you must choose the answer you think is correct. Good Luck and I hope you have fun :)- I totally did not make this at 1:24 am Sincerely, Samuel Molero Class of '22.
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Topics of this game:
- Find a unit vector in the direction of 𝐯 = โ7, 24
- A 2750-pound car is parked on a hill with a slant of 40° from the horizontal. How much force will keep it from rolling down the hill?
- Find the magnitude of the vector AB if 𝐴 = (โ1, โ1) and 𝐵 = (2, โ5)
- u = 1, -5 g = -10, 5 Find: u + g
- a = 5, -4 g = -4, 12 Find: -a + g
- Find the angle between the vectors. 𝐮 = 5𝐢 + 2𝐣 and 𝐯 = โ6𝐢 โ j
- A 500 pound box is resting on a ramp that has an incline of 30°. What force is required to hold the box in place?
- Find the dot product of 𝐮 = โ2𝐢 + 𝟕𝑗 and 𝐯 = โ5𝐢 โ 8j
- Find 4𝒖 โ 3𝒗 , given 𝐮 = 5, โ3 and 𝐯= โ2, โ1
- Find the magnitude and direction angle of the vector. 𝑢 = 3 , 3
- Find the component form of AB with initial point A(1, -3) and terminal point B(1, 3)
- Find the component form of AB with initial point A(0, 8) and terminal point B(-9, -3)
- If w = <2, -5> and y = <2, 0>, find 2w + y
- If y = <2, 0> and z = <-1, -4>, find 3y - 2z
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