Plug in carefully
Replace the letter with the value in parentheses so signs and powers attach correctly, then evaluate.
Why it works
Wrap the value in brackets before you compute.
Integers · Order of operations · 8.5
To evaluate an expression like 4a + 2 at a = −3, substitute the value in parentheses and apply the order of operations: 4 × (−3) + 2 = −10.
Watch the method
4a + 2 at a = −3: 4 × (−3) + 2 = −10.
Multiply
4 × (-3) = -12
Add
-12 + 2 = -10
Your turn
Type a whole number — negatives allowed, e.g. -7.
Replace the letter with the value in parentheses so signs and powers attach correctly, then evaluate.
Why it works
Wrap the value in brackets before you compute.
Evaluate 4 × (4) + 2
Multiply
4 × 4 = 16 16 + 2
Add
16 + 2 = 18 18
Evaluate 2 × (-4) + -5
Multiply
2 × (-4) = -8 -8 + -5
Add
-8 + (-5) = -13 -13
Evaluate (-1) × (-1) - 3
Multiply
-1 × (-1) = 1 1 - 3
Subtract
1 - 3 = -2 -2
Substituting without parentheses.
Use brackets so −3 stays attached to its sign.
Evaluating left to right.
Multiply before adding.
12 problems across three tiers. Auto-graded on submit. Hints and a full walkthrough on every question. Your work is saved on this device — sign in to keep it across devices.
t₁ = 5, d = 3 and t1=5,d=3 both count. For a list of numbers, separate them with commas (e.g. 3, 10, 17).Evaluate 4 × (4) + 2
Evaluate (5) × (-4) - 6
Evaluate 5 × (1) + -4
Evaluate (-2) × (6) - -5
Evaluate 2 × (-4) + -5
Evaluate 4 × (5) + -6
Evaluate (-5) × (2) - -2
Evaluate (-6) × (3) - 5
Evaluate (-1) × (-1) - 3
Evaluate 4 × (2) + -2
Evaluate (2) × (6) - -5
Evaluate (6) × (2) - -6