Tag: significant figures and rounding of digits

Write down the significant figures in the following
1. $5238$ N
2. $4200 $kg

The significant figures of the number $6.0023$ are

if $L=2.331 cm$, $B = 2.1 cm$, then L+B=

A packet contains silver powder of mass $20.23g\pm 0l01g$. Some of the powder of mass $5.75g\pm 0.01g$ is taken out from it. The mass of the powder left back is

All the numbers that can be formed using the digits, are arranged in the increasing order of magnitude. The rank of the number is (repetition not allowed).

The number of significant figures in 3400 is :

Number of significant figures in $1200$ is :

The distance $s$ traveled by a particle in time $t$ is
$s=ut-\cfrac{1}{2}g{t}^{2}$
The initial velocity of the particle was measured to be $u=1.11\pm 0.01m/s$ and the time interval of the experiment was $t=1.01\pm 0.1s$. The acceleration was taken to be $g=9.8\pm 0.1m/{s}^{2}$. With these measurements, the student estimates the total distance traveled. How should the student report the result?

The diameter and height of a cylinder are measured by a meter scale to be $12.6\pm 0.1$ cm and $34.2\pm 0.1$ cm ,respectively. What will be the value of its volume in appropriate significant figures?

Find significant figures of number 0.002031