Question
Simplify the expression
64000i
Evaluate
(i1×8(i1)2×5)3
Divide the terms
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Evaluate
i1
Multiply by the Conjugate
i×ii
Calculate
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Evaluate
i×i
Multiply
i2
Use i2=−1 to transform the expression
1×(−1)
Calculate
−1
−1i
Calculate
−i
(i1×8(−i)2×5)3
Calculate
(i×8(−i)2×5)3
Evaluate the power
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Evaluate
(−i)2
Evaluate
(−1)2i2
Evaluate the power
1×i2
Evaluate the power
−1
(i×8(−1)×5)3
Multiply
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Multiply the terms
i×8(−1)×5
Any expression multiplied by 1 remains the same
−i×8×5
Multiply the terms
−i×40
Multiply the numbers
−40i
(−40i)3
Evaluate
(−40)3i3
Calculate
(−40)3i2×i
Calculate
(−40)3(−1)i
Solution
64000i
Show Solution
