Measurement and Errors
Taking into account of the significant figures, what is the value of $$9.99 m -0.0099 m$$?
Find the value of following on the basis of significant figure rule: The height of a man is $$5.87532$$ ft. But measurement is correct upto three significant figures. The correct height is?
Significant figures upto three significant figures for the given question is 5.875 . Therefore, 5 is equal to 5 and we can round off the digit preceding 5 is increased by 1.
Therefore , now the correct answer vis 5.88 ft.
Therefore answer c is correct.
Taking into account of the significant figures, what is the value of $$9.99 m -0.0099 m$$?
Find the value of following on the basis of significant figure rule: $$4.32\times 2.0$$ is equal to:
Find the value of following on the basis of significant figure rule: $$4.338+4.835\times 3.88+3.0$$ is equal to:
Find the value of following on the basis of significant figure rule: $$1.0\times 2.88$$ is equal to:
Find the value of following on the basis of significant figure rule: $$1.00\times 2.88$$ is equal to:
The number of significant figures in all the given numbers 25.12,2009, 4.156 and $$1.217 \times 10^{-4}$$ is
With due regard to significant figure, add the following. 953 and 0.625
With due regard to significant figure, add the following. 953.0 and 0.324
With due regard to significant figure, add the following. 953.0 and 0.374
With due regard to significant figure, subtract 0.35 from 7