Is it possible to draw a triangle whose sides are 6cm 5cm and 10cm?

The sum of two sides should be greater than third side to draw a triangle. Not possible.

Is it possible to have a triangle with the sides as 5 cm 6 cm and 7 cm?

Draw the line segment of the largest length 7 cm. Measure 5 cm and 6 cm separately and cut arcs from both the ends of the line segment such that they cross each other at one point. Connect this point from both the ends. Then draw another line that makes an acute angle with the given line (7 cm).

Is it possible to have a triangle with sides 5 cm 6 cm and 11 cm give reason?

Answer: NO, it’s simply not possible to have a triangle with sides 5 cm, 6 cm and 11 cm. Because for the 3 points to form a triangle, you have to rise above the realm of a line into the realm of a plane.

Can a triangle be possible with the side 5 cm 5 cm and 10 cm?

No, we cannot draw a triangle with the sides 5cm , 5cm and 10cm.

Is it possible to construct a triangle with 5cm 6cm and 2cm if not give reason?

Answer Expert Verified The Given Measurements Are 2cm , 3cm And 6cm . Here The Sum Of The Two Sides Is Less Than Third Side . Hence A Triangle Cannot Be Constructed .

How do you construct a triangle with sides 5cm 6cm and 7cm and then another triangle whose sides are 7 5 of the corresponding sides of the first triangle?

Constructing the first triangle:

1. Step 1: Draw base AB of length 7 cm.
2. Step 2: Place a compass on A and draw an arc of radius 5 cm.
3. Step 3: Place the compass on B and draw an arc of radius 6 cm such that it intersects the arc drawn in step 2.
4. Step 4: Mark the intersection of the two arcs as C and join A−C and B−C.

Is it possible to have a triangle with sides 6cm 4cm 5cm?

Yes it is possible .

Can you construct a triangle with sides 12cm 5cm 7cm?

Hence, it is not possible to draw a triangle whose sides are \(5\ cm,7 \ cm ,12 \ cm\).