Advertisements
Advertisements
प्रश्न
Chocolate Bar
Manju had chocolate. She gave one-fourth of it to Raji, one-third to Sugatha, and one-sixth to Sheela. She ate the remaining part. How many pieces of chocolate did each get? Write here.

What part of the chocolate did Manju eat?
Advertisements
उत्तर
The number of pieces in the chocolate is 12;

Raji got one-fourth, which means she got 3 pieces;

Sugatha got one-third, which means she got 4 pieces;

Sheela got one-sixth, which means she got 2 pieces;

Manju got the remaining portion.
We can calculate the remaining portion as follows:
`1 - (1/4 + 1/3 + 1/6)`
`= 1 - ((3 + 4 + 2)/12)`
= `1 - 9/12`
= `(12 - 9)/12`
= `3/12`
= `1/4`
and `1/4` of 12 = `1/4 xx 12`
= 3
APPEARS IN
संबंधित प्रश्न
Asha and Samuel have bookshelves of the same size partly filled with books. Asha’s shelf is `5/6`th full and Samuel’s shelf is `2/5`th full. Whose bookshelf is more full? By what fraction?
Find out which is greater in the following fractions.
`22/48` and `17/48`
Write the proper symbol in the box
`3/8 square 3/7`
Write the proper symbol in the box
`3/7 square 5/9`
[This game is to be played in groups of 4. Each player has to make a circle as shown. Each one has to make 15 tokens on slips on paper.
Write `1/2, 1/3, 1/4, 1/6, 1/12, 2/12, 3/12, 4/12,...11/12` to make your tokens.
Shuffle, the tokens and make a pile in the middle of the group. Now you are ready to start the game.
The first player takes a token from the pile, colours that part of the picture, and puts the token under the pile. The next player does the same, and so on. The winner is the one who first colours the circle completely.]
- Who won the game?
Compare the fraction and put an appropriate sign.
`3/6 ☐ 5/6`
How quickly can you do this? Fill appropriate sign.
`6/10 ☐ 4/5`
In the pattern `1/3 + 1/4 + 1/5 +` ..... which fraction makes the sum greater than 1 (first time)? Explain.
When fractions have the same denominator, which rule is used to compare them?
As the denominator of a unit fraction increases (numerator = 1), the value of the fraction:
