Add the following. 3 5 + 1 10

Given to add the fraction. Convert the given unlike fractions into like fractions. For that we find LCM of 5 and 10 that is 10 . Now, make the denominator of both fractions 10 . i.e. 3 5 × 2 2 = 6 10 and 1 10 × 1 1 = 1 10 Now, add the like fractions; 6 10 + 1 10 = 6 + 1 10 = 7 10 Therefore, the required answer is 7 10 .

Add the following 2 5 + 1 5

Given, to add the fraction. Both the given fractions are like fractions. To add like fractions, add the numerators and copy the denominators. i.e. 2 5 + 1 5 = 2 + 1 5 = 3 5 Therefore, the required answer is 3 5 .

Add the following 3 10 + 5 10

Given, to add the fraction. Both the given fractions are like fractions. To add like fractions, add the numerators and copy the denominators. i.e. 3 10 + 5 10 = 3 + 5 10 = 8 10 Therefore, the required answer is 8 10 .

How much of the flag is red. Is it more than 1 2 ? Is it more than three-fourths?

The given question is to find the size of the red part. Divide the flag into four equal parts. One of two equal parts is 1 2 . If any portion represents 1 2 of the total area, then 2 such portions can cover the entire area. Here, in the above flag, we can see that the red part is more than 1 2 , and it is slightly more than three-fourths of the flag.

Is the white colour now less than 1 3 of the flag? why?

The given question is to check whether the white colour is less than 1 3 of the flag. Fractions represent equal parts of a whole. The fraction of area covered by both saffron and green colours = 1 3 + 1 3 = 2 3 The fraction of area covered by the white colour and the Ashoka chakra = 1 3 So, the fraction of area covered by the white colour alone is less than 1 3 . Hence, the white colour in the flag is less than 1 3 .

Add the following 3 8 + 1 8

Given, to add the fraction. Both the given fractions are like fractions. To add like fractions, add the numerators and copy the denominators. i.e. 3 8 + 1 8 = 3 + 1 8 = 4 8 To reduce it in its lowest term, divide by 4 . 4 ÷ 4 8 ÷ 4 = 1 2 Therefore, the required answer is 1 2 .

Add the following 1 3 + 1 4

Given to add the fraction. Convert the given unlike fractions into like fractions. For that we find LCM of 3 and 4 that is 12 . Now, make the denominator of both fractions 12 . i.e. 1 3 × 4 4 = 4 12 and 1 4 × 3 3 = 3 12 Now, add the like fractions; 4 12 + 3 12 = 4 + 3 12 = 7 12 Therefore, the required answer is 7 12 .

Add the following 3 10 + 2 7

Given to add the fraction. Convert the given unlike fractions into like fractions. For that we find LCM of 10 and 7 that is 70 . Now, make the denominator of both fractions 70 . i.e. 3 10 × 7 7 = 21 70 and 2 7 × 10 10 = 20 70 Now, add the like fractions; 21 70 + 20 70 = 21 + 20 70 = 41 70 Therefore, the required answer is 41 70 .