Question

Locate cube root 3 on number line

Answer 1

I can't send you the picture but I can explain you.

Step-by-step explanation:

• Draw a number line.
• draw root 2
• from root 2 take a line of 1 unit.
• joint the new line withe 0.
• from 0 to the new line draw an arc to the number line.
• the arc on the number line is root 3.

Hope it helps and sorry I use computer so, i can't take photo and please make it the brainliest answer.

Answer 2

By using Pythagoras theorem, in right angled triangle,

take OA= 1 unit and draw AB is perpendicular to OA such that AB = 1 unit.

Join OB. then

OB = √OA^2+AB^2

OB = √1+1

OB = 2 UNITS

with O as a centre and OB as a radius , draw an arc which meets OX at point (let the point be P)

then , OP=OB= √2 units.

now, again by using Pythagoras theorem,

draw BC is perpendicular to OB such that BC= 1 unit.

join OC. then

OC = √OB^2 + BC^2

OC = √(√2)^2+1^2

OC = √3 units

with O as a centre and OC as a radius , draw an arc which meets OX at point (let the point be Q)

then , OQ=OC= √3 units.