Question

a line segment of length 24 cm is divided into three parts in the ratio 1: 2:3 find the length of each​

Answer 1

Answer:

4,8 and 13

Step-by-step explanation:

Just Look Over here

Solution

1:2:3

First we will add the constituents of ratio which is

1+2+3=6

• Now finding the 1st no 1/6*24=4
• The second one 2/6*24=8
• The 3rd one 3/6*24=12

Hope you Got it

Answer 2

$\large{\underline{\rm{\purple{\bf{Given:-}}}}}$

The ratio = 1:2:3

Length of the line segment = 24 cm

$\large{\underline{\rm{\purple{\bf{To \: Find:-}}}}}$

The length of each line segment.

$\large{\underline{\rm{\purple{\bf{Solution:-}}}}}$

Given that, the ratio of the line segment is 1:2:3

Let the common multiple be x,

$\implies \sf 1x+2x+3x=24$

$\implies \sf 6x=24$

Solving the value of x,

$\implies \sf x=\dfrac{24}{6}$

$\implies \sf x=4$

Hence, the common multiple is 4 then the respective length of two parts are

$\implies \sf 1x=1 \times 4=4 \: cm$

$\implies \sf 2x=2 \times 4=8 \: cm$

$\implies \sf 3x=3 \times 4 =12\: cm$

Therefore, the lengths are 4, 8 and 12 cm