Question
Regarding the Konark Sun Temple, consider the following
statements: 1.It was built by King Narasimhadeva I of the Eastern Ganga dynasty in the 13th century CE. 2.It is the culmination of Kalinga temple architecture and is dedicated to the Hindu Sun God Surya. 3.It is a UNESCO World Heritage Site and is depicted on the reverse side of the Indian currency note of 10 rupees. which of the statements given above are correct?Solution
Built in 13th century by King Narasimhadeva I (AD 1238-1264). Its scale, refinement and conception represent the strength and stability of the Ganga Empire as well as the value systems of the historic milieu. The temple is designed in the shape of a colossal chariot. It is dedicated to the sun God. In this sense, it is directly and materially linked to Brahmanism and tantric belief systems. The Konark temple is widely known not only for its architectural grandeur but also for the intricacy and profusion of sculptural work. It marks the highest point of achievement of Kalinga architecture depicting the grace, the joy and the rhythm of life all its wondrous variety. It was declared a UNESCO World Heritage Site in 1984.
There are two sets: A has four consecutive even integers and B has four consecutive odd integers. The average of the third term of A and the third term ...
- Find the remainder when the number (289n + 133) is divided by 17.
The sum of three consecutive odd natural numbers each divisible by 3 is 81. Which number is the largest number among the three numbers?
There are three natural numbers which are pairwise co-prime. The product of the first two numbers is 105 and the product of the last two numbers is 255....
Find the sum of all two-digit numbers that are exactly divisible by 4.
- In the number 862x4, if it is divisible by 56 and x > 5, then what is the value of x?
How many whole numbers from 1 to 500 (both included) are divisible by 3 or 5?
Determine the value of 'a' such that the number 102a32 is divisible by 48.
- 40% of 30% of 750 = x + 15, then find the sum of the squares of the digits of 'x'.
There are two natural numbers such that the square of the smaller number exceeds five times the larger number by 4. Additionally, the sum of these two n...