Right bisectors of sides of an obtuse angled triangle meet ____.
Right bisectors of sides of an obtuse angled triangle meet ____:
Outside the triangle | |
On base | |
On hypotenuse | |
Inside the triangle |
All Question of 9th Class
Outside the triangle | |
On base | |
On hypotenuse | |
Inside the triangle |
Acite Angled | |
Right Angled | |
Obtuse Angled | |
None of these |
Circle | |
Triangle | |
Side | |
Angle |
3 | |
4 | |
1 | |
2 |
Ray | |
Line | |
Line segment | |
Angle |
3 | |
1 | |
None of these | |
2 |
Equal | |
Half | |
Zero | |
Double |
4 | |
1 | |
3 | |
2 |
4 | |
3 | |
1 | |
2 |
opposite | |
concurrnet | |
unparallel | |
parallel |
1:01 | |
2:01 | |
3:01 | |
4:01 |
Heights | |
Diagonals | |
Bases | |
None |
Opposite | |
None | |
Congruent | |
Equal |
In parallelogram ABCD m∠2 is equal to:
m∠2 | |
m∠4 | |
m∠1 | |
m∠3 |
3 | |
None of these | |
1 | |
2 |
45° | |
75° | |
100° | |
60° |
Triangle | |
Parallelogram | |
Trapezium | |
Rhombus |
None | |
Not congruent | |
Not equal | |
Congruent |
30° | |
15° | |
60° | |
90° |
Opposite sides and angles | |
Diagonals | |
Opposite sides | |
Opposite angles |