What is the relationship between a vector and a multi-variable linear function?
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I know that the following linear equation:
$$ax_1 + bx_2 + cx_3 = d$$
can be rewritten as:
$$big[a quad b quad c big] left[ begin{matrix}
x_1 \
x_2 \
x_3 \
end{matrix} right] = d$$
Can it be represented in any other form?
I.e. is there any other relationship between a linear function and a vector?
linear-algebra functions vectors
asked Dec 2 at 14:01
stackoverflow.com
431316
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up vote
-1
down vote
favorite
I know that the following linear equation:
$$ax_1 + bx_2 + cx_3 = d$$
can be rewritten as:
$$big[a quad b quad c big] left[ begin{matrix}
x_1 \
x_2 \
x_3 \
end{matrix} right] = d$$
Can it be represented in any other form?
I.e. is there any other relationship between a linear function and a vector?
linear-algebra functions vectors
asked Dec 2 at 14:01
stackoverflow.com
431316
add a comment |
up vote
-1
down vote
favorite
up vote
-1
down vote
favorite
I know that the following linear equation:
$$ax_1 + bx_2 + cx_3 = d$$
can be rewritten as:
$$big[a quad b quad c big] left[ begin{matrix}
x_1 \
x_2 \
x_3 \
end{matrix} right] = d$$
Can it be represented in any other form?
I.e. is there any other relationship between a linear function and a vector?
linear-algebra functions vectors
asked Dec 2 at 14:01
stackoverflow.com
431316
I know that the following linear equation:
$$ax_1 + bx_2 + cx_3 = d$$
can be rewritten as:
$$big[a quad b quad c big] left[ begin{matrix}
x_1 \
x_2 \
x_3 \
end{matrix} right] = d$$
Can it be represented in any other form?
I.e. is there any other relationship between a linear function and a vector?
linear-algebra functions vectors
linear-algebra functions vectors
asked Dec 2 at 14:01
stackoverflow.com
431316
asked Dec 2 at 14:01
stackoverflow.com
431316
asked Dec 2 at 14:01
stackoverflow.com
431316
asked Dec 2 at 14:01
stackoverflow.com
431316
asked Dec 2 at 14:01
stackoverflow.com
431316
431316
add a comment |
add a comment |
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