Problem 5. Let B = {1, 2} be an ordered basis for R2 for R? and y= {71, 72} be another ordered basis Suppose the coordinate vectors of and a2 relative to y are given by and [72)y Find the coordinate vectors of and relative to B , namely, find [1]s and [y2]8 Hint. Really think about what do the numbers in the coordinate vector means. It has something to do with the coefficients of some linear combinations of course. Once you write everything out, it is an algebra problem.

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Problem 5.
Let B = {ã1, 2} be an ordered basis for R?
for R?
and y= {71, 72} be another ordered basis
Suppose the coordinate vectors of i1 and i2 relative to y are given by
[1]
and [72]y
2
3
Find the coordinate vectors of and y, relative to B , namely, find []s and [2]8
Hint. Really think about what do the numbers in the coordinate vector means.
something to do with the coefficients of some linear combinations of course.
you write everything out, it is an algebra problem.
It has
Once
Transcribed Image Text:Problem 5. Let B = {ã1, 2} be an ordered basis for R? for R? and y= {71, 72} be another ordered basis Suppose the coordinate vectors of i1 and i2 relative to y are given by [1] and [72]y 2 3 Find the coordinate vectors of and y, relative to B , namely, find []s and [2]8 Hint. Really think about what do the numbers in the coordinate vector means. something to do with the coefficients of some linear combinations of course. you write everything out, it is an algebra problem. It has Once
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