33 Ere N 66? ( ow cm
Wm Nicur slaw/g up
21 KL 4. @ Way @wig
@63er New CLALJRLL
ghw M? N 3s OD
6% 7AY bani r6 Zoo ,Qaaag Zia \(eoimr wam A
AJQ 6 mike aSo (wackrcj Yogi kVim erAm)
If): Cw to?
Ck 66 C: @ (An/F mowwm
cfw_Ci we Cam 430 5,33 : WM
K ELY vedm 1:
; U
)
M o (CO.
scjr
amw vaalm:< cfw_k cfw_764*
m 71 v
m
We Wf cfw_m NW W
WW @Ur Md; vaJW (51> 5
)W a [$ka m5? f( y
5o 'nL 294:3: mm mew" 5: %
WM
(3);) bill @464 A)
\QL1[I&MIcfw_
Chapter 9: Relationships between Points, Lines, and Planes
Strand: Geometry and Algebra of Vectors
V3. distinguish between the geometric representations of a single linear equation or a system of two linear equations in
two-space and three-space, and dete
Chapter 3: Applications of the Derivative
Strand: Derivatives and their Applications
DA1. make connections, graphically and algebraically, between the key features of a function and its first
and second derivatives.
DA2. solve problems, including optimiza
Chapter 7: Applications of Vectors
Strand: Geometry and Algebra of Vectors
V1. demonstrate an understanding of vectors in two-space and three-space by representing them algebraically and
geometrically and by recognizing their applications
V2. perform oper
Name: Practice Test: 60 marks. 80 minutes
Chapter 8: Practice Test on Equations of Lines and Planes
Multiple Choice: 2 marks each for a total of 30.
)
1. (2 points) Let L1 be the line with vector equation r = (1,7) + s(2,5), s e R. Let L2 be the line with
A: C: K: Vectors Test: Chapter 7 Page 1
12 4 13 Name: Ahke 59,:
Write full solutions for each problem. [A: 6 each and C: 2 each]
A1. Three forces are pulling on an item. The first one is 300 N, E 35 S. The second is 200 N, S 52" W. The
third is 225 N, W 4
NAME: DATE:
9 Word Problems: Are you ready for your test?
1) Write an equation for each statement. Do not solve the equation.
a) The sum of a number and its double is 36.
b) The perimeter of a square is 28 cm. (Find the length)
0) The product of a number
Chapter 6: An Introduction to Vectors
Strand: Geometry and Algebra of Vectors
V1. demonstrate an understanding of vectors in two-space and three-space by representing them algebraically and
geometrically and by recognizing their applications
V2. perform o