What is Row: Definition and 219 Discussions

Saints Row is a series of action-adventure video games created by Volition and published by THQ and Deep Silver. The series follows the 3rd Street Saints, a fictional street gang originally operating out of the Saint's Row district, hence the series' title.
Gameplay in the Saints Row games focuses on an open world where the player can complete missions to progress an overall story, as well as engage in various side activities. Most of the gameplay revolves around driving and shooting, with occasional role-playing elements. Due to early entries being labeled as Grand Theft Auto clones, the developers sought to create a more distinctive experience from the third game onwards, with a heavy focus on over-the-top gameplay, popular culture homages, parodies, and self-referential humor; these changes have been controversial among fans of the original games. The Saints Row series is set primarily in two fictional locales—Stilwater and Steelport—which are loosely based on real-life American cities. The games center on an initially unnamed player-created character (later nicknamed "the Boss") who joins the 3rd Street Saints by chance and helps them defeat enemy gangs in city-wide turf wars. Later down the line, they become the gang's leader, a celebrity and pop culture icon, and eventually President of the United States, while facing more powerful enemies, such as an anti-gang paramilitary and an alien empire.
Work on the original Saints Row began in 2003, after Volition's completion of Red Faction II. The game was released in 2006 to critical acclaim and commercial success. The sequel, Saints Row 2, was released in 2008 to similar acclaim and greater commercial success. The series' third entry, Saints Row: The Third, was released on 15 November 2011 and was the final Saints Row video game to be published by THQ before Deep Silver acquired the rights to series in 2013. The series' fourth entry, Saints Row IV was released on 20 August 2013, with a standalone expansion called Gat out of Hell released on 20 January 2015 in North America and 23 January 2015 in Europe. As of September 2013, the series has had sales in excess of 13 million, making it one of the best-selling video game franchises of all-time.

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  1. J

    Show that matrix AB has its row and column vectors in A and B

    Homework Statement Given matrices A and B, show that the row vectors of AB are in the row space of B an the column vectors of AB are in the column space of A Homework Equations Just matrix multiplication, reduced row echelon form, and leading one's for row and columns The Attempt at...
  2. M

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    Hello, I'm new to Latex and I'm having some problems creating a 5 x 5 matrix. I need to label each column 1 through 5 and I need to label each row 1 through 5. I need the row labels to be on the right side. I've found a couple of links online, but they only show how to label rows on the left...
  3. L

    LaTeX Writing Matrices on One Row & Labeling - LaTeX

    Hello! I know how to do a matrice in latex like this: \[ \begin{bmatrix} a & b & c \\ d & e & f \\ g & h & i \end{bmatrix} \] How do I write severell matrices on one row like : "matrix_A times another matrix_B = answer " And how can I label the matrices so I can refer to...
  4. V

    Find the determinant using row operations

    Homework Statement find the determinant using row operations: 1 -2 2 0 5 -1 2 -4 1 Homework Equations The Attempt at a Solution i took row 3 and took 2 x row 1 away from it to get : 1 -2 2 0 5 -1 0 0 -3 1 x 5 x (-3) = -15...but i multiplied a row by 2 so i should get -30...
  5. L

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  6. D

    Factoring a constant from each row of matrix

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  7. M

    Finding Pivots in Row Reduction: Does a Zero on Top Matter?

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  8. T

    Row Reduction Question: Independent w1 or w2? Answer Revealed!

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  9. J

    Dimension of row/ column space

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  10. J

    Column, Solution and Row Spaces

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  11. fluidistic

    Demonstrate that a matrix that has a null row is not invertible

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  12. C

    Elementary Row Operations - only need two?

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  13. fluidistic

    Give all the 2x2 row echelon reduced matrices

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  14. O

    Texas death row inmate pulls out eye, eats it

    http://news.yahoo.com/s/ap/20090110/ap_on_re_us/death_row_eye I can't believe they're going to execute him at all. If this isn't proof enough that he's insane, what would be? Here's his offender info: http://www.tdcj.state.tx.us/stat/thomasandre.htm
  15. F

    Basis for row and column space

    Homework Statement Can anyone help me figure out basis for RS(A) and basis for CS (A) along with their dimension? I mean dim CS(A) and dim RS(A) where A is [1 -2 4 1] [0 7 -15 -4] [0 0 0 0] Homework Equations The Attempt at a Solution are all non zero rows the basis for...
  16. M

    Basis for null space, row space, dimension

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  17. JJBladester

    Determine (without doing row operations) that a system is consistent

    Hello, I just started learning Elementary Linear Algebra. I've read through the first chapter in my book (Elementary Linear Algebra by Larson, Edwards, Falvo, 5th edition). There were two "Discovery" questions that try to see if you know how systems of equations work. I am unsure on both...
  18. F

    Understanding row and column space

    Understading row and column space Homework Statement I am having hard time trying to understand row and column space. Can anyone simplify the meanings of them so that i can visualize them well. Homework Equations dimension of row space = rank ? How? Why? The Attempt at a Solution...
  19. S

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    Homework Statement a house plan has 3 different floor plans: Plan A- 3 three-bedroom units, 7 two-bedroom units, and 8 one-bedroom units Plan B- 4 three- bedroom units, 4 two-bedroom units, and 8 one-bedroom units Plan C- 5 three-bedroom units, 3 two-bedroom units, and 9 one bedroom units...
  20. R

    Find Condition for Unique Solution to Row Reduction Homework Problem

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  21. S

    A certain hallway contains a row of lockers numbered from 1 to 30.

    A certain hallway contains a row of lockers numbered from 1 to 30. All the lockers are initially closed. 30 students are lined up in the hallway. The first student walks down the row and opens up all the lockers. The second student closes all the lockers numbered 2, 4, 6, ..., 30. The third...
  22. K

    Solving Two Lenses In A Row Homework Problem

    Homework Statement Two lenses, one converging with focal length 20.0cm and one diverging with focal length -10.0cm, are placed 25.cm apart. An object is placed 60.0cm in front of the converging lense. Determine the position of the final image. Homework Equations \frac{1}{s_i} +...
  23. E

    Proving Equal Rank: A Shortcut to Demonstrating Column and Row Rank Equality

    [SOLVED] Proving col rank = row rank Homework Statement Demonstrate these four assertions to get an alternate proof that column rank equals row rank. (a) \vec{y}\cdot\vec{y} = \vec{0} \Leftrightarrow \vec{y} = \vec{0} (b) A\vec{x} = \vec{0} \Leftrightarrow A^TA\vec{x} = \vec{0} (c) \dim...
  24. P

    Finding the greatest number in each row a matrix

    Hi, everybody. Could some one please help find the greatest number in each row of a matrix, this is what i have so far.. am i one the right track? (using C code) Float big; Big = -9999999.99999 for( i==0) { for( j = 0; j < n; j++) { if( *(mat + (j*0) + 0) > big) { bigc1 =...
  25. M

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  26. N

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  27. R

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  28. W

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    Hi, everyone: I was wondering about the relation of a matrix , seen as a linear map, and its row-reduced form, seen the same way. More specifically: take a matrix M , seen as a linear map L. What is the relation between this map L given by M, and the linear map L' given by...
  29. D

    Quick easy question about Row echelon form

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  30. T

    Gauss Row Operations: Solving by Hand?

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  31. B

    How Do You Calculate Total Seats in a Concert Hall with Increasing Row Sizes?

    Increasing Row Size... Homework Statement There are 150 rows at a concert hall. Each row you move back there is an increase of 10% in the number of seats. The first row has 100 seats. How many seats are there in the concert hall?Homework Equations I don't know the equation to represent this...
  32. P

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  33. E

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  34. dontdisturbmycircles

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  35. C

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  36. E

    Inverse of Matrix: Reduce Augmented Matrix [A|I] with Row Ops

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  37. T

    MATLAB Quick does someone have access to matlab? need quick row reduce.

    Homework Statement several KVL equations combined I got till here [ 3+2i -1-(5/2)i 0 ] [I1] [ 10 ] | -1-5/2 3+3i -2+3i | [I2] | 0 | [ 0 -2 2-5i ] [I3] [ -3.5355 - j3.5355 ] where the Homework...
  38. N

    Solve each linear system using row reduction

    3x+3y+3z=3 x+y+z=-1 3 3 3 | 3 1 1 1 |-1 1 1 1 | 0 0 0 0 | 1 x = -y -z y = 1 Substitute y into x, x = -1 -z Let z = t, tER Then x = -1 -t, y = 1 The corresponding vector equation of the line intersection is: (x,y,z) = (-1, 1, 0) + t(-1, 0, 1) Does that look right...
  39. S

    Linear Algebra: Elementary Row Operations

    Elementary Matrices: Let A be a mxn matrix. Write down mxm matrices Ers, Dr( \lambda ) and Trs( \mu ) Ers Swaps rows r and s, Dr( \lambda ) multiplies row r by \lambda Trs( \mu ) adds \mu times row s to row r compute the determinant of the three matrices you found I...
  40. A

    Lin Algebra Row Reduction (on variables)

    Homework Statement Use row reduction to show that: [1 1 1] [a b c] = (b-a)(c-a)(c-b) [a^2 b^2 c^2] Homework Equations The Attempt at a Solution So I multiplied -a by row 1 and added it to row 2. I then multiplied -a^2 by row 1 and added...
  41. M

    If you lose 3 times in a row your out, am i hitting all cases?

    Hello everyone. I"m not sure if I'm hitting all the cases here, the probem states: A gambler decides to play successive games of blackjack until he loses 3 times in a row. (thus the gambler could play 5 games by losing the first, winning the second, and loosing the final three or by winning...
  42. S

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  43. quasar987

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  44. A

    Prove identity matrix cannot be product of an odd number of row exchanges

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  45. brewnog

    Can an A380 Land at Death Row?

    http://www.guardian.co.uk/airlines/story/0,,1778038,00.html Yessss!
  46. M

    Are the Row Vectors of a Matrix with Orthonormal Columns Also Orthonormal?

    Hi Given A an n x n matrix where the columns are the set of standard vectors S = {e1, e2,...e_n} in R^n These vectors are orthonormal according to the definition since <e_i, e_j> = 0, i \neq j <e_i,e_i> = 1 Since the columns of A then they are orthonormal according to the...
  47. 0

    TI-89 Row Reduction Program Troubleshooting

    I wrote this in September so that I could do matrix row reduction on my TI-89. It works, usually, but sometimes it doesn't row reduce all the way. Any ideas what I've done wrong? Or is it just some strange quirk of the calculator? If you don't know TI-89 code, it is self explanatory except...
  48. M

    What coefficents make these L.I. Vectors 0? I row reduced, and

    Hello everyone, its me. I had a question again: I was suppose to determine if these vectors, A, B, and C, and D Linear Independant, Well A, B, C are linear independant, but D is not, I got D = 3/5 -4/5 -1/5 0 A = 1 0 0 0 B = 0 1 0 0 C = 0 0 1 0 I row reduced and got: 1 0 0 0 1 0 0 0 1...
  49. N

    How to get better at row reduction?

    Please don't say just practice. Any specific tips? In my class we're not allowed to use calculators, consequently I am spending all my time row reducing to find basis, dependence, etc. Frankly, I am just horrible at it, I just can't see how to get to the end. I am a bit perplexed on the...
  50. M

    Can't Row Reduce Matrix - Finding Nullspace and Imagespace

    Hello everyone... I have the following matrix: A = -1 -4 1 7 -9 0 10 3 -3 -9 1 2 I can't row reduce this sucker! This isn't an agumented matrix i don't think, so i can't just take the square matrix and then find the inverse and mutliply it by vector b to find the values of a, b, c, d; So...
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