- Construct a triangle RST right angled at T in which ST = 6.2 cm and SR = 8.3 cm.
Answer :
We follow these steps , to construct triangle RST :
Step 1 : Draw a line ST = 6 . 2 cm
Step 2 : Take any radius and draw a semicircle by taking center " T " , That intersect our line ST at " A " .
Step 3 : With same radius take center " A " draw and arc that intersect semicircle at " B " and draw another arc by taking center " B " that intersect semicircle at " C " .
Step 4 : With same radius draw two arc by taking center B and C that intersect at " D " .
Step 5 : Draw a line TD and extend it .
Step 6 : Now take radius of 8.3 cm and center " S " draw an arc that intersect our extend line ( TD ) at R .
Step 7 : Join SR , We form our triangle RST .
We follow these steps , to construct triangle RST :
Step 1 : Draw a line ST = 6 . 2 cm
Step 2 : Take any radius and draw a semicircle by taking center " T " , That intersect our line ST at " A " .
Step 3 : With same radius take center " A " draw and arc that intersect semicircle at " B " and draw another arc by taking center " B " that intersect semicircle at " C " .
Step 4 : With same radius draw two arc by taking center B and C that intersect at " D " .
Step 5 : Draw a line TD and extend it .
Step 6 : Now take radius of 8.3 cm and center " S " draw an arc that intersect our extend line ( TD ) at R .
Step 7 : Join SR , We form our triangle RST .