How do you write $y = 5 x - 32$ $y = 5x- 32$ in standard form?

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Answer 1 · 2017-01-12T20:58:10

$5 x - y = 32$ $5x -y = 32$

When dealing with equations of straight lines, there are 3 possible terms. The standard form is in the format:

$a x + b y = c$ $ax + by = c" "$ where a, b, and c are all integers:

$y = 5 x - 32 \to 5 x - 32 = y$ $y = 5x -32" "rarr 5x-32 = y$

Add 32 and subtract y on both sides:

$5 x - y - 32 + 32 = y - y + 32$ $5x-y-32 +32 = y-y+32$

$5 x - y = 32$ $5x -y = 32$

How do you write y=5x−32y = 5x- 32 in standard form?