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2. Scientific notations of real numbers and logarithms
Home · Class 9 · Mathematics · Ref. Book · 2. Scientific notations of real numbers and logarithms
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Q6 of 124 Page 37

Evaluate:

816.3 ÷ 37.42

Let x = 816.3 ÷ 37.42


Taking log on both side we get,


⇒ logx = log (816.3 ÷ 37.42)


= log 816.3 – log 37.42 (since, log a ÷ b = log a – log b)


= 2.9118–1.5731


⇒ logx = 1.3387


⇒ x = antilog 1.3387 = 21.812


More from this chapter

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5

Using antilogarithmic table find the value of the following.

i. antilog 3.072


ii. antilog 1.759


iii. antilog


iv. antilog


v. antilog 0.2732


vi. antilog

6

Evaluate:

816.3 × 37.42

6

Evaluate:

0.000645 × 82.3

6

Evaluate:

0.3421 ÷ 0.09782

Questions · 124
2. Scientific notations of real numbers and logarithms
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