The above question can be written as, (0.11) × ( 0.11) #160;First we find the product, (11 ) × (11) = 121 Total number of decimal places in the giv ...

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Standard VI

Mathematics

Multiplying of Decimals with Powers of 10

Evaluate : ...

Question

Evaluate :
$(0.11)^{2}$

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Solution

The above question can be written as, $(0.11) \times (0.11)$
First we find the product, $(11) \times (11) = 121$
Total number of decimal places in the given product $= 4$
So, the product must contain $4$ places of decimals
$∴ (0.11)^{2} = 0.0121$

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Evaluate :(0.11)2

The above question can be written as, (0.11)×(0.11) First we find the product, (11)×(11)=121Total number of decimal places in the given product =4So, the product must contain 4 places of decimals ∴(0.11)2=0.0121

Evaluate :
$(0.11)^{2}$

The above question can be written as, $(0.11) \times (0.11)$
First we find the product, $(11) \times (11) = 121$
Total number of decimal places in the given product $= 4$
So, the product must contain $4$ places of decimals
$∴ (0.11)^{2} = 0.0121$