Membership Area
Forgot password?
To register place your 1st order
All our papers are  WRITTEN FROM SCRATCH
All our papers are
We do not compromise the quality of the papers delivered. At, you can trust our refund policy. If you prove that a low quality paper has been delivered, you get your money back!
100% Quality guarantee
Do you want some real proof that we can cope with your essay? The customers' reviews about our services are the most substantial evidence of our writing quality. Why don't you have a look at our testimonials and see why people come back to our website every semester?
100% Quality guarantee
All you need to do is choose the type of your future paper, set the deadline, provide us with all the necessary details regarding your paper, wait a bit, and download the final product created by our professionals.
3 main reasons why you should
  • Affordable prices.
  • Quality papers.
  • On time delivery.
100% Quality guarantee
DISCOUNTS offers 2 kinds of discount programs to customers. The first type is for the first-time customers. It allows them to save up to 15% on the first order. The second one is a fidelity program for our returning clients. It is possible to get lifetime discounts of 5%, 10%, and 15% off the original price.
100% Quality guarantee
An attractive option, which allows you to always view your demo account, is another thing which proves professionalism of our writing service. It will help you evaluate our company's performance during the working process.
← Prescription Drug AbuseThe Future of Natural Medicine →

How Many Bees in Lilavatiís Swarm

Buy Custom How Many Bees in Lilavatiís Swarm Essay

While solving any word problem, there are four elementary steps – to understand, to translate, to solve and to interpret. Mathematics transforms real life problems into mathematical problems. After obtaining the solution, it needs to be interpreted into real life language (Glaz & Liang, 2009). This essay attempts to solve the problem in the verse by following the four elementary steps.

The first step entails understanding the problem and then trying to solve it by trial and error method. In this problem, 1/5th of the bees sit on the flower of Kadamba, 1/3rd on the flower of Silinda, some on the flower of Krutaja while one bee remains in the air. Now we choose a value for the total number of bees and apply the trial and error method.

Arbitrarily choosing the number 9, we try to solve the problem. 1/3rd of 9 is 3 and 1/5th of 9 is 9/5, which is a fraction. The number of bees in the swarm has to be a whole number and cannot be a fraction. Therefore, 9 is not the correct value. For this reason, we choose the smallest number divisible by both 5 and 3, (that is 15), so that we do not get any fractions.

Type of assignment Writer level Title of your paper Pages
Spacing Urgency Currency Total price

Assuming the total number of bees to be 15, 1/5th of 15 is 3, 1/3rd of 15 is 5. The difference between the 1/5th and the 1/3rd,  that is between 3 and 5 is 2 and 3 times 2 is 6. The verse also says that 1 bee is in the air. Therefore, the sum of all these numbers should work out to be 15 if our assumption is correct. The sum of 3, 5, 6 and 1 is 15. Hence, our assumption of the total number of bees is correct.

The second step is to translate the problem into an equation. Let the total number of bees be x. Then, according to the verse, it follows that

1/5 x + 1/3 x + 3(1/3x − 1/5x) + 1= x

Solving the equation, the value of x can be found.

1/5x + 1/3x + 3 (2/15x) + 1 = x

1/5 x + 1/3x + 6/15x + 1 = x

1/5x + 1/3x + 6/15x x = – 1

(14x – 15x) / 15 = − 1

x = −1×15

x = − 15

Therefore, x = 15

To check the solution, let us put all values of x in the original equation.

(1/5)15 + (1/3)15 + 3(15/3 – 15/5) + 1 = 15

3 + 5 + 3(5 – 3) + 1 = 15

3 + 5 + 3(2) + 1 = 15

3 + 5 + 6 + 1 = 15

15 = 15

The left and right side of the equation balance out, hence the calculated value of x is correct. Out of 15 bees, 3 bees settled on Kadamba flower, 5 bees settled on Silinda flower, 6 bees flew over Krutaja flower and 1 bee alone remained in the air.

Bhaskaracharya presents the mathematical problem beautifully in poetic form. Using everyday life and common things like bees and flowers, he conveys the concept of fractions and addition and multiplication of fractions. The trial and error method encourages the student to try out different numbers and study the patterns that emerge. By this method, it quickly becomes clear that the number of bees settling on different flowers cannot be a fraction. Therefore, the total number of bees has to be a number divisible by both 3 and 5. The smallest such number is 15. If the correct answer were not 15, the student would quickly jump to 30 avoiding all other numbers in between as they are not divisible by 5 and 3.

Buy Custom How Many Bees in Lilavatiís Swarm Essay

Related essays

  1. The Future of Natural Medicine
  2. Modern Food Microbiology
  3. Prescription Drug Abuse
  4. Methods of Identification of Crime Scenes