→ (a) Write down the vector AB joining the points A and B and with coordinates (1,3,-6) and (-9, 6,-5) respectively. (b) Find the equation of the straight line through A and B. For both (a) and (b): click click Insert. This will insert a column vector with 3 entries. (a) AB= ab -10 3 sin (a) ə f əx select 3 Rows and 1 Column, and 8 α a Ω (b) The equation for the straight line through A and B is of the form p + Aq, where A is a free variable parameterizing the line. Write down this equation with correct column vectors p and q.
→ (a) Write down the vector AB joining the points A and B and with coordinates (1,3,-6) and (-9, 6,-5) respectively. (b) Find the equation of the straight line through A and B. For both (a) and (b): click click Insert. This will insert a column vector with 3 entries. (a) AB= ab -10 3 sin (a) ə f əx select 3 Rows and 1 Column, and 8 α a Ω (b) The equation for the straight line through A and B is of the form p + Aq, where A is a free variable parameterizing the line. Write down this equation with correct column vectors p and q.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
How to calculate questions b
Transcribed Image Text:→
(a) Write down the vector AB joining the points A and B and with
coordinates (1, 3, -6) and (-9, 6,-5) respectively.
(b) Find the equation of the straight line through A and B.
For both (a) and (b): click
click Insert. This will insert a column vector with 3 entries.
(a) AB=
ab
-10
3
sin (a)
select 3 Rows and 1 Column, and
ə
f
əx
8
a Ω
(b) The equation for the straight line through A and B is of the form
p + Aq, where A is a free variable parameterizing the line. Write
down this equation with correct column vectors p and q.
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