Question
Simplify the expression
3e3ln−3ln−3
Evaluate
(3e2((1÷2)ln×3))−(2((1÷2)ln×3))−3
Remove the parentheses
(3e2(1÷2)ln×3)−(2(1÷2)ln×3)−3
Divide the numbers
(3e2×0.5ln×3)−(2(1÷2)ln×3)−3
Multiply the terms
More Steps

Multiply the terms
2×0.5ln×3
Multiply the terms
More Steps

Evaluate
2×0.5×3
Multiply the terms
1×3
Any expression multiplied by 1 remains the same
3
3ln
(3e3ln)−(2(1÷2)ln×3)−3
Multiply the terms
3e3ln−(2(1÷2)ln×3)−3
Divide the numbers
3e3ln−(2×0.5ln×3)−3
Solution
More Steps

Multiply the terms
2×0.5ln×3
Multiply the terms
More Steps

Evaluate
2×0.5×3
Multiply the terms
1×3
Any expression multiplied by 1 remains the same
3
3ln
3e3ln−3ln−3
Show Solution

Factor the expression
3(e3ln−ln−1)
Evaluate
(3e2((1÷2)ln×3))−(2((1÷2)ln×3))−3
Remove the parentheses
(3e2(1÷2)ln×3)−(2(1÷2)ln×3)−3
Divide the numbers
(3e2×0.5ln×3)−(2(1÷2)ln×3)−3
Multiply the terms
(3e2×1.5ln)−(2(1÷2)ln×3)−3
Multiply the numbers
More Steps

Evaluate
2×1.5
Multiply the numbers
3
Evaluate
3ln
(3e3ln)−(2(1÷2)ln×3)−3
Multiply the terms
3e3ln−(2(1÷2)ln×3)−3
Divide the numbers
3e3ln−(2×0.5ln×3)−3
Multiply the terms
3e3ln−(2×1.5ln)−3
Multiply the numbers
More Steps

Evaluate
2×1.5
Multiply the numbers
3
Evaluate
3ln
3e3ln−3ln−3
Solution
3(e3ln−ln−1)
Show Solution
