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Rewriting Linear Equations

1.
Write this equation in slope-intercept form: $4 - y = 10$.
1. y = 6
2. y = - 6
3. y = 14
4. y = -14
2.
Which is the slope-intercept form of 8x + y = 12?
1. y = 8x + 12
2. y = -8x + 12
3. y = -8x - 12
4. y = 8x - 12
3.
Write this linear equation in slope-intercept form.
3x - 3y = -18
1. y = x + 6
2. y = x - 6
3. x + y = 6
4. y = -x - 6
4.
Write the linear equation in slope-intercept form.
6x + 3y = 0
1. y = 2x
2. y = -2x
3. 3y = -6x
4. y = 0
5.
Re-write the equation in standard form.
$y = 3/10x + 3/5$
1. $y = 3x + 11$
2. $3x - 10y = -6$
3. $-10y = -3x - 6$
4. $-3x - 10y = 6$
6.
Rewrite the equation $6x - 2y = 12$ in slope-intercept form.
1. $y = 3x + 6$
2. $y = 6x +12$
3. $y = -6x +12$
4. $y = 3x - 6$
7.
Rewrite the equation in slope-intercept form.
$9x + 5y = 5$
1. $y = 9x - 5$
2. $y = 9/5x - 1$
3. $y = -9/5x + 1$
4. $y = 9/5x + 1$
8.
Write the equation in standard form.

$y+7=-3/2(x+1)$
1. $-3x-2y=-17$
2. $3x+2y=-17$
3. $1/3x+2y=12$
4. $2x+3y=17$
9.
Put the following equation into slope-intercept form.

$3x-2y= 18$
1. $y= 3/2 x -9$
2. $y= -3/2 x -9$
3. $y= 9x + 3/2$
4. None of the above
10.
Choose the correct standard form of the linear equation $y = 3/2 x + 4$.
1. $3/2 x + y = 4$
2. $3 x - 2y + 4 = 0$
3. $3x = 2y - 8$
4. $3x-2y=-8$
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