Draw a circle of radius 3 cm take two points P and Q on one of it's extended diameters each at distance of 7 cm from it's centre draw tangent to the circle from these two points P and Q
Correct answer will be marked as brainliest
Answers
❥︎ANSWER
Step 1: Draw a circle with centre O and radius 3 cm using a compass.
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1Step 5: From M1 draw a circle with radius =M1P=M1O
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1Step 5: From M1 draw a circle with radius =M1P=M1OStep 6: Mark the intersection points of the circle drawn from M1 with the circle drawn from O as A and B.
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1Step 5: From M1 draw a circle with radius =M1P=M1OStep 6: Mark the intersection points of the circle drawn from M1 with the circle drawn from O as A and B.Step 7: Join P−A and P−B
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1Step 5: From M1 draw a circle with radius =M1P=M1OStep 6: Mark the intersection points of the circle drawn from M1 with the circle drawn from O as A and B.Step 7: Join P−A and P−BStep 8: Repeat steps 3 to 7 for point Q and obtain tangents QC and QD
Step 1: Draw a circle with centre O and radius 3 cm using a compass.Step 2: Draw a secant passing through the centre. Mark points P and Q on opposite sides of the centre at a distance of 7 cm from O.Step 3: Place the compass on P and draw two arcs on opposite sides of OP. Now place the compass on O and draw two arcs intersecting the arcs drawn from point P.Step 4: Join the intersection points of the arcs to obtain the perpendicular bisector of OP. Mark the mid point of OP as M1Step 5: From M1 draw a circle with radius =M1P=M1OStep 6: Mark the intersection points of the circle drawn from M1 with the circle drawn from O as A and B.Step 7: Join P−A and P−BStep 8: Repeat steps 3 to 7 for point Q and obtain tangents QC and QDPA,PB,QC and QD are the required tangents.
❥︎THANKS
I hope it will help you
The narrator of Invisible Man is a nameless young black man who moves in a 20th-century United States where reality is surreal and who can survive only through pretense. Because the people he encounters "see only my surroundings, themselves, or figments of their imagination," he is effectively invisible.
Orographic rainfall occurs due to the accent of air from highland. Cyclonic or frontal rainfall occurs due to upward movement of air caused by convergence of contrasting wind.