Web30°+ 42° + x = 180°. x = 180°- (30° + 42°) x = 108°. And y is the exterior angle and the two opposite angles are ∠A and ∠B. So, ∠BCD = ∠A + ∠B (Exterior angle is equal to the sum of the two interior opposite angles). y = 30°+ 42°. y = 72°. We can also find it by linear pair axiom as BC is a ray on the line AD, so. WebArea of a Right Angled Triangle. If we have to find the area of a right-angled triangle then we can use the above formula directly by taking the two sides having the right angle one as the base and one as height. Here base = 3 cm and height = 4 cm. Area of triangle = 1/2 × 3 × 4. = 6 cm 2. Remark: If you take base as 4 cm and height as 3 cm ...
Circles class 9 Notes with Solved Examples - BYJUS
Webthen we can write. (x-h) 2 + (y-r) 2 =r 2. further as the circle also touches y=mx. let us take tanθ=m then we have r=htan (θ/2) substituting the value of h in the equation we get a quadratic in r .. thus two possible radii and hence two circles. as both the circles pass through 9,6 this point should satisfy the equation .. now substitute x=9 ... crossword muslim mystic
R.D. Sharma Solutions Class 9 Math Chapter 16 …
WebTheorem 1: In a given triangle if two sides are unequal then the angle opposite to the longer side will be larger. a > b, if and only if ∠A > ∠B. Longer sides correspond to larger angles. Theorem 2: In the given triangle, the side opposite to the larger angle will always be longer. This is the converse of above theorem. WebWhat are congruent circles? Our expert is working on this Class IX Maths answer. We will update the answer very soon. ... View courses by askIITians. Design classes One-on-One in your own way with Top IITians/Medical Professionals Click Here Know More . Complete Self Study Package designed by Industry Leading Experts WebCircles CBSE Class 10 Maths Revision Notes Chapter 10 . Circle. A figure made by all the points which are at the same distance from a fixed point is called a Circle. 1. Center. The fixed point is known as the centre of the circle. 2. Radius. The distance from any point on the circle to the fixed point is the radius. crossword musical finale