Algebra
Calculus
Trigonometry
Matrix
Question
Calculate the value
2πln(5000)−2πlogπ(5000)
Alternative Form
≈6.765993
Evaluate
(ln(5000)−logπ(5000))×2π
Multiply the first two terms
More Steps
Evaluate
(ln(5000)−logπ(5000))×2
Apply the distributive property
ln(5000)×2−logπ(5000)×2
Use the commutative property to reorder the terms
2ln(5000)−logπ(5000)×2
Multiply the numbers
2ln(5000)−2logπ(5000)
(2ln(5000)−2logπ(5000))π
Apply the distributive property
2ln(5000)×π−2logπ(5000)×π
Use the commutative property to reorder the terms
2πln(5000)−2logπ(5000)×π
Solution
2πln(5000)−2πlogπ(5000)
Alternative Form
≈6.765993
Show Solution
