Tamil Nadu Board Solutions for Chapter: Numbers, Exercise 7: Exercise 1.3

Author:Tamil Nadu Board

Tamil Nadu Board Mathematics Solutions for Exercise - Tamil Nadu Board Solutions for Chapter: Numbers, Exercise 7: Exercise 1.3

Attempt the free practice questions on Chapter 1: Numbers, Exercise 7: Exercise 1.3 with hints and solutions to strengthen your understanding. Mathematics Standard 6 Term II solutions are prepared by Experienced Embibe Experts.

Questions from Tamil Nadu Board Solutions for Chapter: Numbers, Exercise 7: Exercise 1.3 with Hints & Solutions

EASY
6th Tamil Nadu Board
IMPORTANT

Explain your answer with reason for the following statement.

A number is divisible by 9, if it is divisible by 3.

EASY
6th Tamil Nadu Board
IMPORTANT

Explain your answer with reason for the following statement.

A number is divisible by 6, if it is divisible by 12.

MEDIUM
6th Tamil Nadu Board
IMPORTANT

Find the length of the longest rope that can be used to measure exactly the ropes of length 1 m 20 cm,3 m 60 cm and 4 m.

MEDIUM
6th Tamil Nadu Board
IMPORTANT

Find the smallest number which is exactly divisible by all the numbers from 1 to 9.

EASY
6th Tamil Nadu Board
IMPORTANT

Malarvizhi, Karthiga and Anjali are friends and natives of the same village. They work at different places. Malarvizhi comes to her home once in 5 days. Similarly,Karthiga and Anjali come to their homes once in 6 days and 10 days respectively. Assuming that they met each other on the 1st  of October, and met again on kst October. Find the value of k.

MEDIUM
6th Tamil Nadu Board
IMPORTANT

Find whether the number 564872 is divisible by 88 (use of the test of divisibility rule for 8 and 11 will help)

MEDIUM
6th Tamil Nadu Board
IMPORTANT

Wilson, Mathan and Guna can complete one round of a circular track in 10,15 and 20 minutes respectively. If they start together at 7 a.m. from the starting point, at what time will they meet together again at the starting point?

MEDIUM
6th Tamil Nadu Board
IMPORTANT

A book seller has 175 English books, 245 Science books and 385 Mathematics books. He wants to sell the books in a box, subject-wise in equal numbers. What will be the greatest number of the boxes required? Also find the number of books for each subject in a box.