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Honors Algebra 1: Unit 1 Notes Real numbers

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For some background information on the basis of numbers and matrices within the first unit of an Algebra 1, or Honors Algebra 1 class. These notes cover everything you need to know. All work is done with solutions.

Institution
Freshman / 9th Grade
Course
Honors Algebra 1: Unit 1 Real Numbers Notes

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HONORS ALGEBRA I
Matrices
A matrix (plural is matrices) is used to organize a set of numbers or symbols.

component/element:
 a11 a12 a13  a1n 
a a22 a23  a2 n  Row:
 21
A =  a31 a32 a33  a3n  Column:
 
       Order:
 am1 am 2 am 3  amn  mxn


rowxcolentim
Add/subtract matrices: add/subtract corresponding components (matrices must be same size)

Scalar multiplication: multiply each element by the scalar

Use the matrices below to answer the questions #1-8

 −3 2
 −1 2   1 
 4  1  1 
1   − 1  − 0  −2 
A= B = 3  C= 2 D= 3
 1    
 3   3 2  −2 4 
 2 −2   4 
 2 

1. What size is matrix A?
3 2 2. matrix C has order ? 2 2
3. A21 = ?
U 4. B12 = ?
2
5. A+B = ? 6. B+C =?
not possible


If t

7. 4A = ?
If 8. 2C+D = ?




LEITE HI
MEEEE

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Institution
Freshman / 9th grade
Course
Honors Algebra 1: Unit 1 Real Numbers Notes
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1

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April 23, 2025
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