Alpha Geek

(8)

$10/per page/Negotiable

About Alpha Geek

Levels Tought:
University

Expertise:
Accounting,Algebra See all
Accounting,Algebra,Architecture and Design,Art & Design,Biology,Business & Finance,Calculus,Chemistry,Communications,Computer Science,Environmental science,Essay writing,Programming,Social Science,Statistics Hide all
Teaching Since: Apr 2017
Last Sign in: 438 Weeks Ago, 2 Days Ago
Questions Answered: 9562
Tutorials Posted: 9559

Education

  • bachelor in business administration
    Polytechnic State University Sanluis
    Jan-2006 - Nov-2010

  • CPA
    Polytechnic State University
    Jan-2012 - Nov-2016

Experience

  • Professor
    Harvard Square Academy (HS2)
    Mar-2012 - Present

Category > Business & Finance Posted 22 May 2017 My Price 5.00

Let C be the set of complex numbers

Let C be the set of complex numbers. Define addition on C by (a+bi) + (a+di)=(a+c)+(b+d)i and define scalar multiplication by A(a+bi)=Aa+Abi for all real numbers A. Show that C is a vector space with these operations

Answers

Alpha Geek
(8)
Status NEW Posted 22 May 2017 12:05 PM My Price 5.00

-----------

Attachments

file 1495455571-Answer.docx preview (344 words )
L-----------et -----------C b-----------e t-----------he -----------set----------- of----------- co-----------mpl-----------ex -----------num-----------ber-----------s. -----------Def-----------ine----------- ad-----------dit-----------ion----------- on----------- C -----------by -----------(a+-----------bi)----------- + -----------(a+-----------di)-----------=(a-----------+c)-----------+(b-----------+d)-----------i a-----------nd -----------def-----------ine----------- sc-----------ala-----------r m-----------ult-----------ipl-----------ica-----------tio-----------n b-----------y A-----------(a+-----------bi)-----------=Aa-----------+Ab-----------i f-----------or -----------all----------- re-----------al -----------num-----------ber-----------s A-----------. S-----------how----------- th-----------at -----------C i-----------s a----------- ve-----------cto-----------r s-----------pac-----------e w-----------ith----------- th-----------ese----------- op-----------era-----------tio-----------ns ----------- An-----------swe-----------r -----------The----------- ve-----------cto-----------r s-----------pac-----------e (-----------lik-----------e a-----------ll -----------vec-----------tor----------- sp-----------ace-----------s) -----------mus-----------t f-----------oll-----------ow -----------the----------- fo-----------llo-----------win-----------g a-----------xio-----------ms -----------(if----------- th-----------ey -----------are----------- re-----------al -----------vec-----------tor----------- sp-----------ace-----------s i-----------n C-----------): -----------For----------- al-----------l x-----------,y,-----------z i-----------n C-----------, a-----------nd -----------A,B----------- in----------- R -----------1) -----------(x -----------+ y-----------) +----------- z -----------= x----------- + -----------(y -----------+ z-----------) 2-----------) x----------- + -----------y =----------- y -----------+ x----------- 3)----------- Th-----------ere-----------
Not Rated(0)