Question

Draw a circle of diameter 6.4 cm,then draw two tangent to the circle from a point P at a distance 6.4 cm from the centre of the circle.

Answer 1

Answer:

❥Here is Your Solution☟

(First Check the attachment for clarity to the solution)

☞$\Large{\fcolorbox{grey}{lightcyan}{\green{\underline{{\pink{Giveη}}}}}}$

• Diameter = 6.4 cm
• PR = 6.4 cm

☞$\Large{\fcolorbox{green}{yellow}{\red{\underline{{\pink{To Construct}}}}}}$

• Tangents RQ and RS

☞$\Large\mathtt{ \green{ \underline\pink{\underline{\rm Constructio\rm N}}}\red ࿐}$ :

⇨$\large \tt{ \red {radius = \frac{diameter}{2} = \frac{6.4}{2} = 3.2cm}}$

$\large{\fcolorbox{pink}{grey}{\red{\underline{{\pink{STEPS}}}}}}\Large :$

$\bold\green {Step} \red 1 :$ Construct a circle of radius 3.2cm with centre P.

$\bold\green {Step} \red 2 :$ Take a point R in the exterior of the circle such that PR=6.4cm

$\bold\green {Step} \red 3 :$ Draw segment PR .draw perpendicular bisector of segment PR to get its midpoint M.

$\bold\green {Step} \red 4 :$ Name the point of intersection of the two circle as Q and S

$\bold\green {Step} \red 5 :$  draw the RQ and line RS.

Here , line RQ and line RS are tangents to the circle from point R

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$﹏﹏﹏﹏﹏﹏\large\mathtt{ \pink{\rm Pratyus\rm h \: \rm Gauta\rm m}✏}$

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