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WorksheetsUnderstanding, representing and using vectors
Total questions: 20
Worksheet time: 25mins
3i + 4j
-4i - 3j
-3i - 4j
3i - 4j
Resolve into components:
1000 m/s [193°]
[ -974, -225 ]
[ 974, 225 ]
[ 225, 974 ]
[ -225, -974 ]
Given an initial point R ( -12, 4 ) and terminal point S ( 28, -17 ), find the component form of the vector RS. Hint: get it into the pointy brackets.
〈14,-13〉
〈-14,13〉
〈-40,-21〉
〈40,-21〉
Which is the correct math for converting this vector to component form?
<10cos58°,10sin58°>
<10cos238°,10sin238°>
<10cos122°,10sin122°>
<10cos(−58°),10sin(−58°)>
Write in component form.
〈0, 4〉
〈8, 2〉
〈2, 8〉
〈0, 2〉
กำหนดให้ u = 3i+5j และ AB= u ถ้าAมีพิกัด(1,-3)
ข้อใดเป็นพิกัดของฺ B
(-4,-2)
(-4,2)
(4,-2)
(4,2)
Write the vector from B to A...
AB
- a
a
1/2 p + 1/2 r
1/2 p - 1/2 r
1/2 r - 1/2 p
p - 1/2 r
Which of the following is the Component form of Vector AB if the initial point is A (3,5) and the terminal point is B ( 8, 7)
(11,12)
(-11,-12)
(5, 2)
(-5,-2)
Determine the components of the vector with magnitude 10, 60 degrees from the positive x-axis.
<5, 8.7>
<8.7, 5>
<59.1, 10.4>
<10.4, 59.1>
Vektor PQ adalah ... .
Given the initial and terminal points, write as a position vector (v in terms of i and j) and find its magnitude.
P1= (2, -1), P2 = (5, -3)
v = 3i - 2j
v = -3i + 2j
v = -2i + 3j
v = 2i - 3j
Find AB given the above position vector
Which of the following is the component form for a vector with initial point (-1, 5) and terminal point (6, 8)?
<-3, -7>
<3, -7>
<-3, 7>
<7, 3>
Component Form
<-3, -7>
<3, -7>
<-3, 7>
<7, 3>
(1,-5)
(5 , -3)
(-3 , 5)
(-5, 3)
Jika koordinat titik A(-5,4,1) dan Vektor AB=(4 -2 5), Kordinat titik B adalah .... .
(9, -6, 4)
(9, 2, 6)
(-9, 6, -4)
(1, -2, -6)
(-1, 2, 6)
Given the above position vectors find BC
Which of the following shows the correct formula for the horizontal and vertical components of a vector?
<∣u∣cosθ,∣u∣sinθ>
<∣u∣sinθ,∣u∣cosθ>
