The length of a window is calculated as -15 feet- Choose the value closest to this given dimension-

The value of nbsp;√(15) should lie between nbsp;√(9)=3 and nbsp;√(16)= 4. Since nbsp;√(15) is nearest to nbsp;√(16), the value of nbsp;√(15) will be ...

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Standard VIII

Mathematics

Faces, Edges and Vertices

The length of...

Question

The length of a window is calculated as $\sqrt{15}$ feet. Choose the value closest to this given dimension.

3 feet

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4 feet

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4.5 feet

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5 feet

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Solution

The correct option is B 4 feet
The value of $\sqrt{15}$ should lie between $\sqrt{9} = 3$ and $\sqrt{16} = 4$ .
Since $\sqrt{15}$ is nearest to $\sqrt{16}$ , the value of $\sqrt{15}$ will be closest to 4 feet.

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The length of a window is calculated as √15 feet. Choose the value closest to this given dimension.

The correct option is B 4 feetThe value of √15 should lie between √9=3 and √16=4. Since √15 is nearest to √16, the value of √15 will be closest to 4 feet.

The length of a window is calculated as $\sqrt{15}$ feet. Choose the value closest to this given dimension.

The correct option is B 4 feet
The value of $\sqrt{15}$ should lie between $\sqrt{9} = 3$ and $\sqrt{16} = 4$ .
Since $\sqrt{15}$ is nearest to $\sqrt{16}$ , the value of $\sqrt{15}$ will be closest to 4 feet.