How many significant figures are present in $0.010100 \times 10^{3}$ ?

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Solution

The correct option is A 5
In this value exponent part are not a significant figure. Also, in 0.010100 zeros after decimal at the end will not be significant. Thus a number of significant parts will be only 0.0101. It will have 5 significant figures.

Option B is correct.

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Similar questions

How many significant figures are there in the product:

$(2.156 \times 10^{1}) \times (4.567891 \times 10^{2}) \times (5.1102 \times 10^{3})$

7 \times 2.232

0.0025

How many significant figures are present in the following?

(i) 0.0025

(ii) 208

(iii) 5005

(iv) 126,000

(v) 500.0

(vi) 2.0034

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