Question

Identify what a, b, and c would equal in standard form.

Do not simplify the equation.
-14y= 28-10x

a=
b=
C=

Answer 1

a = 10

b = -14

c = 28

Explanation:

Goal form: Standard form

ax + by = c

Given form: linear form (not fully simplified)

-14y = 28 - 10x

Add 10x on both sides (to move the x-value to the left-hand side of the equation)

-14y + 10x = 28 - 10x + 10x

-14y + 10x = 28

10x - 14y = 28

Determine [ a ], [ b ], [ c ]

ax + by = c

10x - 14y = 28

`\Large\boxed{a=10}`

`\Large\boxed{b=-14}`

`\Large\boxed{c=28}`

Hope this helps!! :)

Please let me know if you have any questions

Answer 2

below

Explanation:

-14y = 28 - 10x

10x - 14y - 28 = 0.

a = 10

b = -14

c = -28