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Question

The value of the limit limx(4x2x2x) is?

A
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B
14
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C
0
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D
14
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Solution

The correct option is B 14
limx(4x2x2x) (form)
Replace x with 1h, where h0
limh0(4h2h)=limh02(1h4)1/22h

=limh02(1h8)2h=14

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