The total cost of seven dresses is 105 dollars while Allan has 100 dollars. So, by using the 15 times table, we can calculate the total cost of seven dresses as, Using the 15 times table, can you tell whether or not Allan has sufficient money to buy seven dresses? Allan wants to buy seven new dresses, and the cost of each dress is 15 dollars. The method is represented in the picture below.Ī complete table of 15 from 1 to 20 can be written as:Įxample 1 : Allan goes to a shopping mall to buy new dresses for his daughters. Similarly, if we add 15 to 15, then the outcome will be 30, and so on. For example, we start with the digit 0, and if we add the number 15 to it, we get 15 as an answer. As the name suggests, this method involves the simple addition of the number 15. If you are having difficulty understanding the previous tips, you can use this as a starter method to help you understand the 15 times table, and it will also help you strengthen your addition skills. The table now contains the first ten multiples of 15.Īddition: The addition method can also be used to learn and memorize the 15 times table. So, the pattern we have is two odd (1 and 3), two even ( 4 and 6) again two odds (7 and 9), then two even (10 and 12), and finally two odds (13 and 15), as shown in the picture below. Similarly, in the next two cells, you write two odd digits and then two even digits and so on. In the third and fourth cells of the grid, write the two even digits after the number 3. Start from the top-left cell and write the first two odd numbers, 1 and 3, as shown in the picture below. The final shape of the table is shown in the picture below. Now, write the digit 5 in the top-left cell and the digit 0 in the next cell and repeat this process until you fill the last cell of the grid. Draw a 3 x 3 grid and add a merged tenth cell as shown below. Using Odd and Even Numbers Pattern: This method is a little tricky, but once you get the hang of it, you will learn the 15 times table in no time. The detailed method is presented in the table below. For example, the eighth multiple of the number 10 is 80, and the eighth multiple of the number 5 is 40, and if we add 80 and 40, we get 120 which is the eighth multiple of the number 15. If we add the multiples of the number 10 to the multiples of the number 5, the outcome will be the multiples of the number 15. It requires the usage of the 10 and the 5 times tables that are quite easy to memorize.

Using the 10 and the 5 Times Tables is one of the simplest methods to learn the 15 times tables. Let us look at some simple tips which can help you memorize the 15 times table. You should refresh the following concepts to understand the material discussed here. We will provide interesting tips and tricks to learn and understand the 15 times table. The 15 times table is quite easy as it follows a simple pattern of digits. The 15 times table is a table that contains the multiples of the number 15. The number 15 has three divisors, 1, 3, and 5, and it is often used in solving mathematical problems related to multiplications, fractions, division, L.C.M, and H.C.F. Once a positive range has been entered, we print the multiplication table.The 15 Times Table is one of the easiest multiplication tables to learn and memorize. If the value of range is negative, the loop iterates again to ask the user to enter a positive number. Here, we have used a do.while loop to prompt the user for a positive range. Printf('Enter the range (positive integer): ') Multiplication Table Up to a range #include Here's a little modification of the above program to generate the multiplication table up to a range (where range is also a positive integer entered by the user).