Explain the decorative \(\textit{anga}\ \textit{Chittaswara}.\)
\(\textit{Chittaswara}\) is a decorative element in Carnatic music compositions where sequences of swaras (musical notes) are sung without lyrics. These swara passages embellish the main composition and provide melodic variation and interest. Key features of Chittaswara:
Swaras Without Lyrics: Unlike the main lyrical sections, Chittaswaras are purely melodic notes without sahitya (words).
Placement: They are typically inserted between the sections of a kriti (such as between the pallavi and anupallavi or between anupallavi and charanam).
Purpose: Chittaswaras enhance the aesthetic appeal and allow performers to showcase their understanding of the raga’s melodic possibilities.
Rhythmic Alignment: These swara patterns are composed carefully to fit the tala cycle perfectly.
Improvisation Potential: Sometimes artists improvise the Chittaswaras during concerts, adding spontaneity and creativity.
Chittaswaras enrich the composition by balancing lyrics and melody, adding texture and excitement to performances.
List – I (Tala) | List – II (Anga) |
---|---|
a. Jhampa Tala | ii. 7 1 2 (| ∩ 0) |
b. Ata Tala | i. 5 5 2 2 (| | 0 0) |
c. Rupaka Tala | iv. 2 4 (0 |) |
d. Triputa Tala | iii. 3 2 2 (| 0 0) |
Choose the correct option:
A current-carrying coil is placed in an external uniform magnetic field. The coil is free to turn in the magnetic field. What is the net force acting on the coil? Obtain the orientation of the coil in stable equilibrium. Show that in this orientation the flux of the total field (field produced by the loop + external field) through the coil is maximum.
Three students, Neha, Rani, and Sam go to a market to purchase stationery items. Neha buys 4 pens, 3 notepads, and 2 erasers and pays ₹ 60. Rani buys 2 pens, 4 notepads, and 6 erasers for ₹ 90. Sam pays ₹ 70 for 6 pens, 2 notepads, and 3 erasers.
Based upon the above information, answer the following questions:
(i) Form the equations required to solve the problem of finding the price of each item, and express it in the matrix form \( A \mathbf{X} = B \).