Express the result of the following calculation to the appropriate number of dfrac-3-24 times 0-08666-5-006-

Question

Toppr Admin · Accepted Answer

-dfrac-3-24 -times 0-08666-5-006- - 0-0560883- -Actual result-As -3-24- has least number of significant figures- viz- -3- result should contain 3 significant figures only- Hence- the result will be reported as -0-0561- -after rounding off-

Express the result of the following calculation to the appropriate number of $$\dfrac{3.24 \times 0.08666}{5.006}$$

$$\dfrac{3.24 \times 0.08666}{5.006} = 0.0560883$$ (Actual result)

As $$3.24$$ has least number of significant figures, viz., $$3$$, result should contain 3 significant figures only. Hence, the result will be reported as $$0.0561$$ (after rounding off).

Express the result of the following calculation to the appropriate number of $$\dfrac{3.24 \times 0.08666}{5.006}$$

$$\dfrac{3.24 \times 0.08666}{5.006} = 0.0560883$$ (Actual result)As $$3.24$$ has least number of significant figures, viz., $$3$$, result should contain 3 significant figures only. Hence, the result will be reported as $$0.0561$$ (after rounding off).

$$\dfrac{3.24 \times 0.08666}{5.006} = 0.0560883$$ (Actual result)

As $$3.24$$ has least number of significant figures, viz., $$3$$, result should contain 3 significant figures only. Hence, the result will be reported as $$0.0561$$ (after rounding off).