- #1
MPQC
- 9
- 0
Homework Statement
"Whats special about vectors a, b, and c with respect to R3"
a= (1,2,-3)
b= (-2,5,8)
c= (1,3,5)
Homework Equations
N/A
The Attempt at a Solution
N/A, I see nothing special about them.
Special numbers in R3 are specific numerical values that have unique properties in three-dimensional space. These numbers are used in various scientific fields, including physics, mathematics, and engineering.
A, b, and c represent the three axes in three-dimensional space: x, y, and z, respectively. These letters are commonly used to denote the coordinates of a point in R3, which can be used to express special numbers.
Special numbers in R3 have unique properties and can be represented in three-dimensional space, while regular numbers are one-dimensional and do not have these specific properties. Special numbers in R3 are also used to solve complex equations and problems in fields such as physics and engineering.
Examples of special numbers in R3 include imaginary numbers, such as i (the square root of -1), and real numbers, such as pi (π). Other examples include complex numbers, such as 3+4i, and irrational numbers, such as the square root of 2 (√2).
Special numbers in R3 are used in a variety of real-world applications, such as in physics to describe the motion of particles, in engineering to design structures and machines, and in mathematics to solve complex equations. They are also used in computer graphics to create three-dimensional images and animations.