This math topic focuses on the concept of slopes and how to determine parallel lines in standard form equations. Specifically, the problems require identifying equations of lines that are parallel to a given slope, including those presented as decimal slopes. Learners will transform these decimal slopes into the standard form of line equations, enhancing their understanding of slope-intercept relationships and standard form conversions within the context of parallel line equations.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreSlope - Find Parallel - Decimal Slope to Standard Form Worksheet
| Math worksheet on 'Slope - Find Parallel - Decimal Slope to Standard Form (Level 1)'. Part of a broader unit on 'Slopes and Parallels - Practice' Learn online: app.mobius.academy/math/units/line_equations_and_parallels_practice/ |
1
| m=4 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
2
| m=-3 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
3
| m=3 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
4
| m=-0.33 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
5
| m=-1 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
6
| m=-0.2 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
7
| m=2 |
| What line equation in standard form would have a slope that is PARALLEL to this slope? |
a
b
