One of the angles of a triangle 90° . If one of the remaining angles is twice the other , then the smaller of the remaining angles is (1) 30° (2) 45° (3) 50° (4) 60°

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Question 6

In a triangle, one angle is of $90^{\circ}$ . Then,

i) The other two angles are $45^{\circ}$ each.
ii) In remaining two angles, one angle is $90^{\circ}$ and other is $45^{\circ}$
iii) Remaining two angles are complementary

In the given option(s) which is true?

a) (i) only
b) (ii) only
c) (iii) only
d) (i) and (ii)

Q. One of the angles of a triangle is

65^{o}

. Find the remaining two angles, if their difference is

25^{o}

Q. In a right angled triangle, if one of the other two angles is

35^{o}

, find the remaining angle.

In a right angled triangle, if one of the other two angles is 35°, find the remaining angle.

Question 53

If one angle of a triangle is kept fixed, then the measure of the remaining two angles vary inversely with each other.

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