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From Karnataka Open Educational Resources
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The transverse common tangents also meet on the line of centres and divide it internally in the ratio of the radii.
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===Objectives===
 
===Objectives===
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To construct transverse common tangents for the given circles.
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===Estimated Time===
 
===Estimated Time===
 
45 minutes
 
45 minutes
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# If the same straight line is a tangent to two or more circles, then it is called a common tangent.
 
# If the same straight line is a tangent to two or more circles, then it is called a common tangent.
 
# If the centres of the circles lie on opposite side of the common tangent, then the tangent is called a transverse common tangent.
 
# If the centres of the circles lie on opposite side of the common tangent, then the tangent is called a transverse common tangent.
# Note: In general,
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*The two circles are named as C1 and C2
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* The distance between the centre of two circles is 'd'
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* Radius of one circle is taken as 'R' and other as 'r'
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* The length of tangent is 't'
   
===Materials/ Resources needed===
 
===Materials/ Resources needed===
* Laptop, geogebra file, projector and a pointer.
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* Digital: Laptop, geogebra file, projector and a pointer.
* Students' individual construction materials.
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* Non Digital: Students' individual construction materials.
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* Gegebra file:
    
===Process (How to do the activity)===
 
===Process (How to do the activity)===
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Note: In general,
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# The two circles are named as C1 and C2
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# The distance between the centre of two circles is 'd'
 +
# Radius of one circle is taken as 'R' and other as 'r'
 +
# The length of tangent is 't'
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The teacher can explain the step by step construction of Transverse common tangent.
 
The teacher can explain the step by step construction of Transverse common tangent.
 
* __FORCETOC__ Developmental Questions (What discussion questions)
 
* __FORCETOC__ Developmental Questions (What discussion questions)