English

Find whether the following number is divisible by 11: 68717

Advertisements
Advertisements

Question

Find whether the following number is divisible by 11: 68717

Answer in Brief
Advertisements

Solution

A number is divisible by 11, if the difference of sum of its digits in odd places from the right side and the sum of its digits in even places from the right side is divisible by 11.
Sum of digits at odd places = 6 + 7 + 7 = 20
and, sum of digits at even places = 8 + 1 =9
Difference = 20 – 9 = 11
which is divisible by 11
68717, is divisible by 11

shaalaa.com
  Is there an error in this question or solution?
Chapter 9: Playing with Numbers - Exercise 9 (C)

APPEARS IN

Selina Mathematics [English] Class 6
Chapter 9 Playing with Numbers
Exercise 9 (C) | Q 9.2

RELATED QUESTIONS

Write all the factors of: 16


Write all the factors of: 21


Write all the factors of: 64


Write the first six multiples of: 9


Write the first six multiples of: 18


Write the first six multiples of: 16


The product of two numbers is 36 and their sum is 13. Find the numbers.


Without making any actual division, show that 2300023 is divisible by 23.


Find whether the following number is divisible by 4: 222


Find whether the following number is divisible by 9: 200314


Find whether the following number is divisible by 10: 9990


Find whether the following number is divisible by 10: 8976


Find whether the following number is divisible by 15: 10243


Find whether the following number is divisible by 15: 5013


State, true or false:

If a number is divisible by 4. It is divisible by 8.


State, true or false:

If a divide b and c completely, then a divides
(i) a + b
(ii) a – b
also completely.


Write the first five multiples of the following number:
70


State if the following number is even or odd.
50


Write the factors of the following number.

8


Write the factors of the following number.

14


Write the factors of the following number.

7


Pick the number which is not a multiple of 6


Factors of 6


Draw a picture of factor tree.

50


Can the mouse get away?


Throw two dice together. What are the numbers that turn up on the faces of the dice? Make a two-digit number using them. If it is a multiple of any of the numbers written next to the circles, you can write it in that circle. Then it is your friend’s turn. The one who can write more numbers in 10 rounds is the winner.

Hint: I have 3 and 2 on my dice. If I make 23, it is not the multiple of any of the numbers. So I will make 32, which is a multiple of 4, and write it in the red circle.


Complete the multiplication chart given here.

Look at the green boxes in the chart. These show how we can get 12 by multiplying different numbers.

12 = 4 × 3, so 12 is a multiple of both 4 and 3. 12 is also a multiple of 6 and 2, as well as 12 and 1. We say 1, 2, 3, 4, 6, 12 are factors of 12.


What are the factors of 36?


Share
Notifications

Englishहिंदीमराठी


      Forgot password?
Use app×