Question
Simplify the expression
e2−53629184x2y2δ9z2
Evaluate
1×e2−2xy2×108×18902δ9×3z2×8x
Cancel out the common factor 2
1×e2−2xy2×54×18902δ9×3z2×8x
Any expression multiplied by 1 remains the same
e2−2xy2×54×18902δ9×3z2×8x
Solution
More Steps

Multiply the terms
2xy2×54×18902δ9×3z2×8x
Multiply the terms
More Steps

Evaluate
2×54×18902×3×8
Multiply the terms
58×18902×3×8
Multiply the terms
5151216×3×8
Multiply the terms
5453648×8
Multiply the numbers
5453648×8
Multiply the numbers
53629184
53629184xy2δ9z2x
Multiply the terms
53629184x2y2δ9z2
e2−53629184x2y2δ9z2
Show Solution

Factor the expression
51(5e2−3629184x2y2δ9z2)
Evaluate
1×e2−2xy2×108×18902δ9×3z2×8x
Cancel out the common factor 2
1×e2−2xy2×54×18902δ9×3z2×8x
Any expression multiplied by 1 remains the same
e2−2xy2×54×18902δ9×3z2×8x
Multiply
More Steps

Multiply the terms
2xy2×54×18902δ9×3z2×8x
Multiply the terms
More Steps

Evaluate
2×54×18902×3×8
Multiply the terms
58×18902×3×8
Multiply the terms
5151216×3×8
Multiply the terms
5453648×8
Multiply the numbers
5453648×8
Multiply the numbers
53629184
53629184xy2δ9z2x
Multiply the terms
53629184x2y2δ9z2
e2−53629184x2y2δ9z2
Solution
51(5e2−3629184x2y2δ9z2)
Show Solution
