Question
Simplify the expression
6039e3Nyo2nJH−10eBon
Evaluate
(2013NyeonJe×3Hoe)×1−10Beon
Remove the parentheses
2013NyeonJe×3Hoe×1−10Beon
Rewrite the expression in exponential form
2013Nye3onJ×3Ho×1−10Beon
Multiply the terms
More Steps

Multiply the terms
2013Nye3onJ×3Ho×1
Rewrite the expression
2013Nye3onJ×3Ho
Multiply the terms
6039Nye3onJHo
Multiply the terms
6039Nye3o2nJH
Multiply the numbers
6039e3Nyo2nJH
6039e3Nyo2nJH−10Beon
Solution
6039e3Nyo2nJH−10eBon
Show Solution

Factor the expression
on(6039e3NyoJH−10eB)
Evaluate
(2013NyeonJe×3Hoe)×1−10Beon
Remove the parentheses
2013NyeonJe×3Hoe×1−10Beon
Multiply
More Steps

Multiply the terms
2013NyeonJe×3Hoe
Multiply the terms
6039NyeonJeHoe
Multiply the terms with the same base by adding their exponents
6039Nye1+1+1onJHo
Add the numbers
6039Nye3onJHo
Multiply the terms
6039Nye3o2nJH
Multiply the numbers
6039e3Nyo2nJH
6039e3Nyo2nJH×1−10Beon
Any expression multiplied by 1 remains the same
6039e3Nyo2nJH−10Beon
Multiply the numbers
6039e3Nyo2nJH−10eBon
Calculate
6039e3o2nNyJH−10eonB
Rewrite the expression
on×6039e3NyoJH−on×10eB
Solution
on(6039e3NyoJH−10eB)
Show Solution
