# Frequent question: How do you draw a tangent line in Autocad?

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## How do you draw a tangent curve in Autocad?

1. Click Home tab Create Design panel Profile drop-down Profile Creation Tools . At the Command prompt, enter CreateProfileLayout.
2. In the Create Profile-Layout dialog box, enter creation information.
3. On the Profile Layout Tools toolbar, click Draw Tangents With Curves.
4. Specify the start point.
5. Continue to specify points.

## How do you draw a line tangent to two circles in Autocad?

Simplest way to draw a line tangent to two circles is:

1. click line.
2. type ‘tan’ and press enter.
3. click on Circle 1.
4. type ‘tan’ again and press enter.
5. click on Circle 2.

11 февр. 2013 г.

## How do you draw a tangent line in Draftsight?

Right click on Object Snap icon(lower option bar – near ortho mode) , clear all options and check Tangent then draw a line that will go tangent.

## Can you draw a tangent to a straight line?

Because of the way tangent line to a curve is defined, the tangent line to a straight line at any (every) point on the line is the straight line.

## How do you draw a tangent to a circle in Class 10?

Solution: Draw a circle with radius 6 cm and centre O.

1. Draw a line segment OP = 10 cm.
2. Make perpendicular bisector of OP which intersects OP at point O’.
3. Take O’P as radius and draw another circle.
4. From point P, draw tangents to points of intersection between the two circles.
5. PQ = PR = 8 cm.
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## What is definition of tangent?

In geometry, the tangent line (or simply tangent) to a plane curve at a given point is the straight line that “just touches” the curve at that point. Leibniz defined it as the line through a pair of infinitely close points on the curve. … The word “tangent” comes from the Latin tangere, “to touch”.

## How do I join two circles in Autocad?

Help

1. Click Home tab Modify panel Join. Find.
2. Select the first object you want to join.
3. Select the second object.

24 сент. 2014 г.

## How do you find the length of a common tangent?

The length of a direct common tangent to two circles is √d2–(r1–r2)2, where d is the distance between the centres of the circles, and r1 and r2 are the radii of the given circles.