Q: I bought one dozen bananas and ate five of them.What fraction of the total number of bananas was left?

Number of bananas bough\$=1\$Dozen\$=12\$Number of bananas eaten by me\$=5\$Number of bananas left \$=12-5=7\$Fraction\$=\dfrac{7}{12}\$

Q: In given number line, what number is at \$A\$?

The number is \$\dfrac{1}{4}\$

Q: In the given number line, point M represents which of the following fractional numbers?

Point m is at \$1.2\$ on the number line.And \$\dfrac{6}{5}\$ corresponds to \$1.2\$Hence the correct answer is option B

Q: Represent \$\dfrac {5}{3}\$ and \$-\dfrac {5}{3}\$ on the number line

Draw an integer line representing \$-2, -1, 0, 1, 2\$.Divide each unit into three equal parts to the right and left sides of zero respectively. Take five parts out of these. The fifth point on the right of zero represents \$\dfrac {5}{3}\$ and the fifth one to the left of zero represents \$\dfrac {-5}{3}\$.

Q: Draw number lines and locate the points on them:\$\frac{2}{5}, \frac{3}{5}, 1, \frac{4}{5}\$

divide space between \$0\$ to \$1\$ in \$5\$ equal parts

Question 1

Arrange the following rational number in descending order$\frac{17}{-30},\frac{11}{-15},\frac{-7}{10},\frac{3}{5}.$

Accepted Answer

Rational numbers can be arranged in descendingall ascending order by making their denominates equal.Therefore, LCM of 30, 15, 10 and 5 is 30.So, $ \frac{-17}{30} = \frac{-17}{30}; \frac{-7}{10}= \frac{21}{30}$$ \frac{-11}{15} = \frac{-22}{30} ; \frac{3}{5} = \frac{18}{30}$so, in descending order $ \rightarrow $$ \frac{18}{30}> \frac{-17}{30}> \frac{-21}{30}> \frac{-22}{30}$$ = \frac{3}{5}> \frac{-17}{30} > \frac{-7}{10}> \frac{-11}{15}$

Question 2

I bought one dozen bananas and ate five of them.What fraction of the total number of bananas was left?

Accepted Answer

Number of bananas bough$=1$Dozen$=12$Number of bananas eaten by me$=5$Number of bananas left $=12-5=7$Fraction$=\dfrac{7}{12}$

Question 3

In given number line, what number is at $A$?

Accepted Answer

The number is $\dfrac{1}{4}$

Question 4

Represent the following fractions on number line

Accepted Answer

Toppr Ask Answer

Question 5

Represent $\dfrac{-5}{6}$ on the number line.

Accepted Answer

The number can be represented on the number line by moving in the negative direction on the number line and dividing each point in $\dfrac{1}{6}$ and stop at $5^{th}$ point

Question 6

In the given number line, point M represents which of the following fractional numbers?

Accepted Answer

Point m is at $1.2$ on the number line.And $\dfrac{6}{5}$ corresponds to $1.2$Hence the correct answer is option B

Question 7

Represent the following number on the number line:$\dfrac {2}{7}$

Accepted Answer

We need to find the position of the number 2/7 on the number line.Steps of making the number:1. Draw a number line between $-1$ and $1$.2.Each interval of the number line is divided into $7$ parts.3. Marked the numbers on the number line are $-1,...,-2/7, -1/7, 0, 1/7, 2/7,..., 1$The number $\dfrac{2}{7}$ is less than $1$ and more than $0$. Now, mark the point $\dfrac{2}{7}$ by A.

Question 8

Represent $\dfrac {5}{3}$ and $-\dfrac {5}{3}$ on the number line

Accepted Answer

Draw an integer line representing $-2, -1, 0, 1, 2$.Divide each unit into three equal parts to the right and left sides of zero respectively. Take five parts out of these. The fifth point on the right of zero represents $\dfrac {5}{3}$ and the fifth one to the left of zero represents $\dfrac {-5}{3}$.

Question 9

State whether the following statements are true $\left(T\right)$ or false $\left(F\right)$: Every fraction can be represented by a point on a number line.

Accepted Answer

True.Every fraction can be represented by a point on a number line.

Question 10

Draw number lines and locate the points on them:$\frac{2}{5}, \frac{3}{5}, 1, \frac{4}{5}$

Accepted Answer

divide space between $0$ to $1$ in $5$ equal parts

Revise with Concepts

Fractions on the Number Line

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Quick Summary With Stories

Fractions on a number line.

Arrange the following rational number in descending order
$\frac{1 7}{- 3 0}, \frac{1 1}{- 1 5}, \frac{- 7}{1 0}, \frac{3}{5} .$

I bought one dozen bananas and ate five of them.What fraction of the total number of bananas was left?

In given number line, what number is at $A$ ?

Represent the following fractions on number line

Represent $\frac{- 5}{6}$ on the number line.

In the given number line, point M represents which of the following fractional numbers?

Represent the following number on the number line:
$\frac{2}{7}$

Represent $\frac{5}{3}$ and $- \frac{5}{3}$ on the number line

State whether the following statements are true $(T)$ or false $(F)$ :
Every fraction can be represented by a point on a number line.

Draw number lines and locate the points on them:
$\frac{2}{5}, \frac{3}{5}, 1, \frac{4}{5}$

Revise with Concepts

Fractions on the Number Line

Learn with Videos

Quick Summary With Stories

Fractions on a number line.

Arrange the following rational number in descending order −3017​,−1511​,10−7​,53​.

I bought one dozen bananas and ate five of them.What fraction of the total number of bananas was left?

In given number line, what number is at A?

Represent the following fractions on number line

Represent 6−5​ on the number line.

In the given number line, point M represents which of the following fractional numbers?

Represent the following number on the number line: 72​

Represent 35​ and −35​ on the number line

State whether the following statements are true (T) or false (F): Every fraction can be represented by a point on a number line.

Draw number lines and locate the points on them: 52​,53​,1,54​

Arrange the following rational number in descending order
$\frac{1 7}{- 3 0}, \frac{1 1}{- 1 5}, \frac{- 7}{1 0}, \frac{3}{5} .$

In given number line, what number is at $A$ ?

Represent $\frac{- 5}{6}$ on the number line.

Represent the following number on the number line:
$\frac{2}{7}$

Represent $\frac{5}{3}$ and $- \frac{5}{3}$ on the number line

State whether the following statements are true $(T)$ or false $(F)$ :
Every fraction can be represented by a point on a number line.

Draw number lines and locate the points on them:
$\frac{2}{5}, \frac{3}{5}, 1, \frac{4}{5}$