Question
Simplify the expression
20801e2r
Evaluate
e2(4005×4r)÷25
Remove the parentheses
e2×4005×4r÷25
Multiply the terms
More Steps

Multiply the terms
e2×4005×4r
Multiply the numbers
4005e2×4r
Multiply the terms
44005e2r
44005e2r÷25
Multiply by the reciprocal
44005e2r×251
Cancel out the common factor 5
4801e2r×51
Multiply the terms
4×5801e2r
Solution
20801e2r
Show Solution

Find the roots
r=0
Evaluate
e2(4005×4r)÷25
To find the roots of the expression,set the expression equal to 0
e2(4005×4r)÷25=0
Multiply the terms
e2×44005r÷25=0
Multiply the terms
More Steps

Multiply the terms
e2×44005r
Multiply the terms
4e2×4005r
Multiply the numbers
44005e2r
44005e2r÷25=0
Divide the terms
More Steps

Evaluate
44005e2r÷25
Multiply by the reciprocal
44005e2r×251
Cancel out the common factor 5
4801e2r×51
Multiply the terms
4×5801e2r
Multiply the terms
20801e2r
20801e2r=0
Simplify
801e2r=0
Solution
r=0
Show Solution
