Further Maths – Displacement/Time & Velocity/Time Graphs (inc constant acceleration formula)
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Question 1 of 45
1. Question
“Write the vector in the form ” x”i + ” y”j”
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2. Question
“Write the vector in the form ” x”i + ” y”j”
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“Write the vector in the form ” x”i + ” y”j”
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“Write the vector in the form ” x”i + ” y”j”
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“Write the vector in the form ” x”i + ” y”j”
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“Write the vector in the form ” x”i + ” y”j”
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“Write the vector in the form ” x”i + ” y”j”
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17. Question
“Write the vector in the form ” x”i + ” y”j”
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Question 18 of 45
18. Question
“Write the vector in the form ” x”i + ” y”j”
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Question 19 of 45
19. Question
“Write the vector in the form ” x”i + ” y”j”
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20. Question
“Write the vector in the form ” x”i + ” y”j”
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21. Question
“Write the vector in the form ” x”i + ” y”j”
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Question 31 of 45
31. Question
“Find the magnitude r and direction θ of the vector ” 7.03″i”+3.13″jwhere θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 32 of 45
32. Question
“Find the magnitude r and direction θ of the vector “-4.36″i”+1.76″jwhere θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 33 of 45
33. Question
“Find the magnitude r and direction θ of the vector “-10.93″i”+10.56″j where θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 34 of 45
34. Question
“Find the magnitude r and direction θ of the vector “-21.71″i”-6.64″j where θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 35 of 45
35. Question
“Find the magnitude r and direction θ of the vector “-10.82″i”-10.82″j where θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 36 of 45
36. Question
“Find the magnitude r and direction θ of the vector ” 19.17″i”-13.93″j where θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°
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Question 37 of 45
37. Question
“Find the magnitude r and direction θ of the vector ” 18.37″i”-9.77″j where θ is the anticlockwise rotation in the positive x direction and -180° < θ ≤ 180°”
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Question 45 of 45
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