Algebraically solve linear equations (or inequalities) in one variable
$x + 6 + 2x = 5x$ and $4x + 1 = 13$. What is the value of $x$?
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Section |
No.
Question Number
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Difficulty |
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| 2 | Math - Calc | 3 | Easy |
| 2 | Math - No Calc | 1 | Easy |
| 3 | Math - Calc | 7 | Easy |
| 3 | Math - No Calc | 5 | Easy |
| 4 | Math - No Calc | 1 | Easy |
| 4 | Math - No Calc | 10 | Easy |
| 5 | Math - Calc | 33 | Medium |
| 5 | Math - No Calc | 17 | Easy |
| 6 | Math - Calc | 32 | Medium |
| 6 | Math - Calc | 35 | Medium |
| 6 | Math - No Calc | 17 | Medium |
Test |
Section |
No.
Question Number
|
Difficulty |
|---|---|---|---|
| 1 | Math - Calc | 1 | Easy |
| 1 | Math - Calc | 8 | Easy |
| 1 | Math - No Calc | 1 | Easy |
| 1 | Math - No Calc | 16 | Easy |
| 1 | Math - No Calc | 18 | Easy |
| 2 | Math - Calc | 1 | Easy |
| 2 | Math - Calc | 4 | Easy |
| 2 | Math - Calc | 9 | Medium |
| 2 | Math - Calc | 35 | Hard |
| 2 | Math - No Calc | 3 | Easy |
| 3 | Math - Calc | 14 | Easy |
| 3 | Math - No Calc | 16 | Easy |
Test |
Section |
No.
Question Number
|
Difficulty |
|---|---|---|---|
| 1 | Math - Calc | 4 | Easy |
| 1 | Math - Calc | 5 | Easy |
| 1 | Math - Calc | 12 | Medium |
| 1 | Math - Calc | 32 | Medium |
| 1 | Math - No Calc | 4 | Easy |
| 2 | Math - Calc | 1 | Easy |
| 2 | Math - Calc | 6 | Easy |
| 2 | Math - No Calc | 1 | Easy |
| 2 | Math - No Calc | 17 | Medium |
| 3 | Math - Calc | 10 | Easy |
| 3 | Math - No Calc | 1 | Easy |
| 4 | Math - Calc | 9 | Easy |
| 4 | Math - Calc | 31 | Easy |