- Consider the expression .
- Sketch a graphical representation of this expression using vectors.
- Describe in words what the scalars 4 and 2 represent in the sketch.
- Vectors~v1, ~v2, and w~ are given in the picture below. Use graphical method only (drawing pictures), without any numerical calculation, to determine whether w~ a linear combination of ~v1 and ~v2. If not, why not? If yes, estimate the value of the scalars in front of ~v1 and ~v2
- Find the amount of gas used by each of the two cars. The first car gets 30 miles/gallon and the secondcar gets 21 miles/gallon. The total amount of gas used by both cars is 600 gallons and the total distance traveled by both cars is 16200 miles.
- Is it still possible to reach Old Man Gauss if you are given each of the following modes of transportationin stead of the hover board and magic carpet? Write a convincing argument that justify your conclusion. Use sentences, calculations, pictures, and anything that helps support your justification.
- only the hover board with velocity miles/hour.
- only the magic carpet with velocity miles/hour.
- a hover board with velocity miles/hour and a super hover board with with velocity miles/hour.
- a hover board with velocity miles/hour, a magic carpet with velocity miles/hour, and a broomstick with velocity miles/hour.
- Determine whether the vector is a linear combination of the vectors , and . Detail
your reasons.
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