The line segment AB was divided in the ratio 4:7 by taking 2 rays. The number of arcs to be made on the ray AX is:

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is A
4

The line segment AB is divided in the ratio 4:7 by taking parallel rays AX and BY. The number of arcs in the ray AX is the $1^{s t}$ part of the ratio (m in m:n) i.e. 4.

Suggest Corrections

Similar questions

The line segment AB was divided in the ratio 4:7 by taking 2 rays. The number of arcs to be made on the ray AX is

___

The line segment AB was divided in the ratio 4:7 by taking 2 rays AX and BY. The number of arcs to be made on the ray AX is:

The line segment AB was divided in the ratio 4:7 by taking two parallel rays from the points A and B. The number of arcs to be made on the ray AX is:

___

A line segment AB was divided in the ratio m:n by making a single ray AX. The number of arcs to be on AX is:

A line segment AB was divided in the ratio m:n by making a single ray AX. The number of arcs to be drawn on AX in order to divide AB in that ratio is:

Join BYJU'S Learning Program

The line segment AB was divided in the ratio 4:7 by taking 2 rays. The number of arcs to be made on the ray AX is:

The correct option is A 4 The line segment AB is divided in the ratio 4:7 by taking parallel rays AX and BY. The number of arcs in the ray AX is the 1st part of the ratio (m in m:n) i.e. 4.

The correct option is A
4

The line segment AB is divided in the ratio 4:7 by taking parallel rays AX and BY. The number of arcs in the ray AX is the $1^{s t}$ part of the ratio (m in m:n) i.e. 4.