Math, asked by Piromam, 7 months ago

Draw line segment AB of length 7cm. Taking A as centre, draw circle of radius 3.5cm and taking B as centre ,draw another circle of radius 2.5cm .Construct tangent to each circle from centre of other circle?​

Answers

Answered by ahervandan39
4

Answer:

The construction of the given situation is attached alongwith this answer.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}}

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm. 2. With A as centre and 3 cm as radius, draw a circle.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm. 2. With A as centre and 3 cm as radius, draw a circle. 3. Similarly, with B as centre and 2 cm as radius, draw a circle.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm. 2. With A as centre and 3 cm as radius, draw a circle. 3. Similarly, with B as centre and 2 cm as radius, draw a circle. 4. Now, draw the perpendicular bisector of AB and mark the point of intersection O.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm. 2. With A as centre and 3 cm as radius, draw a circle. 3. Similarly, with B as centre and 2 cm as radius, draw a circle. 4. Now, draw the perpendicular bisector of AB and mark the point of intersection O. 5. With O as centre and OA as radius, draw a circle. Mark the 2 points where the circles with centre O and A meet as Q and R. Similarly, mark the points where the circles with centres O and B meet as S and T respectively.

The construction of the given situation is attached alongwith this answer.\bf{ \underline{ \star \:Steps \: Of \: Construction \star}} ⋆StepsOfConstruction⋆ 1. Take AB = 7 cm. 2. With A as centre and 3 cm as radius, draw a circle. 3. Similarly, with B as centre and 2 cm as radius, draw a circle. 4. Now, draw the perpendicular bisector of AB and mark the point of intersection O. 5. With O as centre and OA as radius, draw a circle. Mark the 2 points where the circles with centre O and A meet as Q and R. Similarly, mark the points where the circles with centres O and B meet as S and T respectively. 6. Join BR and BQ as well as AS and AT. Now, BR, BQ, AS and AT are the required tangents.

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