Direct Common Tangents
A common tangent is called a direct common tangent if both the circles lie on the same side of it.
The figures given below shows common tangents in three different cases, that is when the circles are apart, as in (i);
when they are touching each other as in (ii);
and when they are intersecting each other as in (iii).
In each case, WX is a direct common tangent as both the circles lie below it. YZ is the other direct common tangent as both the circles lie above it.
From Direct Common Tangents to HOME PAGE
Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.
Recent Articles
-
How to Do Long Division? | Method | Steps | Examples | Worksheets |Ans
Apr 20, 25 11:46 AM
As we know that the division is to distribute a given value or quantity into groups having equal values. In long division, values at the individual place (Thousands, Hundreds, Tens, Ones) are dividend… -
Word Problems on Division | Examples on Word Problems on Division
Apr 20, 25 11:17 AM
Word problems on division for fourth grade students are solved here step by step. Consider the following examples on word problems involving division: 1. $5,876 are distributed equally among 26 men. H… -
Subtraction of 4-Digit Numbers | Subtract Numbers with Four Digit
Apr 20, 25 10:27 AM
We will learn about the subtraction of 4-digit numbers (without borrowing and with borrowing). We know when one number is subtracted from another number the result obtained is called the difference. -
Subtraction without Regrouping |4-Digit, 5-Digit & 6-Digit Subtraction
Apr 20, 25 10:25 AM
We will learn subtracting 4-digit, 5-digit and 6-digit numbers without regrouping. We first arrange the numbers one below the other in place value columns and then subtract the digits under each colum… -
Worksheets on Missing Numbers from 1 to 20 | Counting Missing Numbers
Apr 20, 25 10:17 AM
Printable worksheets on missing numbers from 1 to 20 help the kids to practice counting of the numbers.
New! Comments
Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.