If the area of the rectangle is $16 m^{2}$ , then which dimensions may not be possible for the rectangle?

Length = 8 m, Breadth = 2 m

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Length = 16 m, Breadth = 1 m

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Length = 32 m, Breadth = 0.5 m

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Length = 8.5 m, Breadth = 2 m

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Solution

The correct option is D $Length = 8.5 m, Breadth = 2 m$
Among all the given four options, in option $D,$
$Area = 8.5 \times 2$
$= 17 m^{2}$

Hence, with the dimensions of option $D,$ a rectangle of area $16 m^{2}$ is not possible.

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If the area of the rectangle is 16 m2, then which dimensions may not be possible for the rectangle?

The correct option is D Length=8.5 m, Breadth=2 mAmong all the given four options, in option D,Area=8.5×2 =17 m2Hence, with the dimensions of option D, a rectangle of area 16 m2 is not possible.

If the area of the rectangle is $16 m^{2}$ , then which dimensions may not be possible for the rectangle?

The correct option is D $Length = 8.5 m, Breadth = 2 m$
Among all the given four options, in option $D,$
$Area = 8.5 \times 2$
$= 17 m^{2}$

Hence, with the dimensions of option $D,$ a rectangle of area $16 m^{2}$ is not possible.