Consider the following statements: S1:−8=2i×4i=(−4)×(−16)S2:(−4)×(−16)=(−4)×(−16)S3:(−4)×(−16)=6464=8Of three statements, the incorrect one is:

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Consider the following statements: S_{1}: -8=2i 4i={(-4)} {(-

Question

Consider the following statements:
$S_{1} : - 8 = 2 i \times 4 i = (- 4) \times (- 16)$
$S_{2} : (- 4) \times (- 16) = (- 4) \times (- 16)$
$S_{3} : (- 4) \times (- 16) = 6464 = 8$
Of three statements, the incorrect one is:

S_{1}

only

S_{2}

only

S_{3}

only

None of these

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Noah Discussed

Consider the following statements:

S_{1} : - 8 = 2 i \times 4 i = (- 4) \times (- 16)

S_{2} : (- 4) \times (- 16) = (- 4) \times (- 16)

S_{3} : (- 4) \times (- 16) = 6464 = 8

Of three statements, the incorrect one is:

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Question Text

Consider the following statements:

S_{1} : - 8 = 2 i \times 4 i = (- 4) \times (- 16)

S_{2} : (- 4) \times (- 16) = (- 4) \times (- 16)

S_{3} : (- 4) \times (- 16) = 6464 = 8

Of three statements, the incorrect one is: