Question 13 Marks
Namita travels $20 \ km$ $50 m$ everyday. Out of this she travels $10 \ km$ $200 m$ by bus and the rest by auto. How much distance does she travel by auto?
Answer
View full question & answer→Distance travelled everyday $= 20 \ km$
$50\ m = 20 \ km + 50 m$
$= 20 \ km +$ $\frac{50}{1000}$
$km = 20\ km + 0.050\ km ...$[$\because$$1 m$ $=\;\frac1{1000}$$km = 0.001\ km]$
$= (20 + 0.050) \ km = 20.050 \ km$
Distance travelled by bus$ = 10 km$
$200 m = 10 km + 200 m$
$= 10 \ km +$$\frac{200}{1000}$$km$
$= 10 \ km + 0.200 \ km ...$[$\because$$1 m$ $=\;\frac1{1000}$ $\ km = 0.001\ km]$
$= (10 + 0.200) \ km = 10.200 \ km$
$\therefore$ Distance travelled by auto $= 20.050 \ km - 10.200 \ km = 9.850 \ km$

$50\ m = 20 \ km + 50 m$
$= 20 \ km +$ $\frac{50}{1000}$
$km = 20\ km + 0.050\ km ...$[$\because$$1 m$ $=\;\frac1{1000}$$km = 0.001\ km]$
$= (20 + 0.050) \ km = 20.050 \ km$
Distance travelled by bus$ = 10 km$
$200 m = 10 km + 200 m$
$= 10 \ km +$$\frac{200}{1000}$$km$
$= 10 \ km + 0.200 \ km ...$[$\because$$1 m$ $=\;\frac1{1000}$ $\ km = 0.001\ km]$
$= (10 + 0.200) \ km = 10.200 \ km$
$\therefore$ Distance travelled by auto $= 20.050 \ km - 10.200 \ km = 9.850 \ km$


