Question

A car travels 283 1/2 in 4 2/3 hours. How far will the car go in 1 hour travelling at the same speed ?​

Answer 1

Given:

• $4 \frac{2}{3} \: hours = 283 \frac{1}{2} km$

To Find:

• How far the car go in 1 hour travelling at the same speed.

Solution:

Change to Improper Fraction into Proper Fraction:

$\frac{14}{3} \: hours = \frac{567}{2} km$

Divide both sides by $\frac{14}{3}$ :

$1 \: hour = \frac{567}{2} \div\frac{14}{3}$

Convert in into multiplication fraction:

$1 hour = \frac{567}{2} \times \frac{3}{14}$

$1 \: hour = 60.75 km$

Answer 2

$\large{\boxed{\rm{\red{Question:-}}}}$

$If\:a\:car\: travels\: 283½\: km\: in\: 4⅔\: hours,\: how\: far\: does\: it\: go\: in\:1\: hour?$

$\large{\boxed{\rm{\blue{To\: find:-}}}}$

$How\:far\: does\: it\: go\: in\: 1 \:hour?$

$\large{\boxed{\rm{\green{Solution:-}}}}$

$4⅔ = 14/3$

$In\: 4/3\: hour\: a\: car\: travels\: 283½\: km = 567/2 km$

$In\: 1 hour\: a\: car\: travels = 567/2 ÷ 14/3 km$

$= 567/2 ÷ 3/15$

$= 81/2 × 3/14$

$=81 × 3/ 2×2 = 243/4$

$= 60 ¾ km$

$\large{\boxed{\rm{\purple{Answer:-}}}}$

$The\: car\: will\: travel\: 60 ¾ km\: in\: an\:hour$