construct kite ABCD with side AB=6CM AND BC=9CM AND ANGLE BAC=60
good
Let AC and BD intersect at E.
Note that AE = 3
Draw a vertical line which will contain AC.
Mark point E by intersecting an arc of radius 3 from A to E.
Construct the perpendicular at E to AC. That will contain BD.
Draw an arc centered at A of radius 6, which will intersect the perpendicular at B.
Now, draw an arc centered at B, or radius 9, which will intersect the first line at C.
Now complete the crossbar BD.
To construct kite ABCD with side AB=6 cm, BC=9 cm, and angle BAC=60 degrees, you can follow these steps:
1. Start by drawing a horizontal line segment AB of length 6 cm. This will be the longer diagonal of the kite.
2. From point A, draw a line segment AC making an angle of 60 degrees with AB. Use a protractor to measure the angle accurately.
3. Measure 9 cm on line segment AC from point A and mark the point as point C.
4. Now, join points B and C to form the other diagonal of the kite.
5. Finally, draw lines from points A and C to meet at point D. This will complete the kite ABCD.
Remember to use a ruler to ensure accurate measurements and straight lines.