Question Text
Question 1 :
The altitude of an equilateral triangle of side lenght of $2\sqrt{3}$ cm is:
Question 2 :
Which is the greatest side in the following triangle?<br>$\displaystyle \angle A:\angle B:\angle C=4:5:6$
Question 3 :
The construction of a triangle $ABC$, given that $BC =$ $6$ cm, $B =$ $45 ^{\circ}$ is not possible when difference of $AB$ and $AC$ is equal to:<br/>
Question 4 :
The length of two sides of a triangle is $7 \,cm$ and $9 \,cm$. the length of the third side may lie between
Question 5 :
Find all possible lengths of the third side, if sides of a triangle have $2$ and $5$.<br/>
Question 6 :
In $\Delta ABC, A = 50^{\circ}, \angle B = 60^{\circ}$, arranging the sides of the triangle in ascending order, we get :<br>
Question 7 :
Four pair of showing measurements of sides $\overline{AB}, \overline{BC}$ and $\overline{CA}$ of $\Delta ABC$ are given below.<br/>Show which of the following pair/s is/are shows right angle triangle.<br/>Pair P: AB = 25             BC = 7            AC = 24<br/>Pair Q: AB = 8              BC = 6            AC = 10<br/>Pair R: AB = 3              BC = 4            AC = 6<br/>Pair S: AB = 8              BC = 6            AC = 5<br/>
Question 8 :
Which of the following sets of side lengths will not form a triangle?
Question 9 :
The lengths of two sides of a triangle are $7 $ cm and $10 $ cm. What is the possible value range of the third side?
Question 10 :
Out of isosceles triangles with sides of 7 cm and a base with the length expressed by whole number, the triangle with the greatest perimeter was selected. This perimeter is equal to.......
