If \(\dfrac{5\cot\theta + \sqrt{3}\cosec\theta}{2\sqrt{3}\cosec\theta + 3\cot\theta}\)= 1, 0° < θ < 90° then the value of \(\dfrac{\dfrac{7}{2}\cot^{2}\theta - \dfrac{3}{4}\cosec^{2}\theta}{4\sin^{2}\theta + \dfrac{3}{2}\tan^{2}\theta}\) will be:
Gaurav bought some articles at 5 for ₹6 and sold them at 10 for ₹11. His loss percentage is:
\(8 \tfrac{1}{3}\%\)
\(7 \tfrac{1}{3}\%\)
\(7 \tfrac{2}{3}\%\)
\(8 \tfrac{2}{3}\%\)
Study the following graph and answer the question that follows.
Number of students that appeared and qualified, from various colleges, at a scholarship examination.
What is the ratio of the number of students that appeared to the number of students that qualified at the scholarship examination from College X?
The value of \(\dfrac{284}{5} \div \left[\left(\dfrac{4}{5}\right)\times(15+35) - 11\tfrac{3}{5}\right]\)