Read the graph and answer the following questions: (1) Name the sectors mentioned in the graph. (2) Which sector contributes the highest in National income in India? (3) How much percent of population is engaged in primary sector in Brazil?(4) Out of given two countries, the share of primary sector to the national income is less. (5) Which country's contribution of tertiary sector to the national income is less? (6) In which sector 19% population of Brazil is engaged?
What is the title and subtitle of the map? Which part has more density of roadways? Name two parts of the western coast. Name the highway that connects Porbandar and Silchar. Name the island near Kolkata.
Given: Chords \( AB \) and \( CD \) of a circle with center \( P \) intersect at point \( E \).To Prove: \( AE \times EB = CE \times ED \).
In \( \triangle ABC \), ray \( BD \) bisects \( \angle ABC \), \( A - D - C \), and \( \text{seg } DE \parallel \text{side } BC \). If \( A - E - B \), then for showing \( \frac{AB}{BC} = \frac{AE}{EB} \), complete the following activity:
In the figure below, \( m(\text{arc NS}) = 125^\circ \), \( m(\text{arc EF}) = 37^\circ \). Find the measure of \( \angle NMS \).
In the figure given above, \( ABCD \) is a square, and a circle is inscribed in it. All sides of the square touch the circle. If \( AB = 14 \, \text{cm} \), find the area of the shaded region.
Find the value of \( \sin^2 \theta + \cos^2 \theta \):
In the above figure, \( \triangle ABC \) is inscribed in arc \( ABC \). If \( \angle ABC = 60^\circ \), find \( m\angle AOC \):
