Ascending Order and Descending Order

Q.

Greatest $8$ digit number is

1. $99999999$

2. $10000000$

3. $9999999$

4. $88888888$

Q.

Make ten examples of ascending order/descending order and solve them.

Q.

Arrange the following numbers in ascending order :

$847,9754,8320,571$

Q.

Write the following integers in ascending order (smallest to biggest) $-4,-3,-5,2$.

Q.

Arrange the fractions given below in order from greatest to least (Descending order)

$\frac{21}{8},\frac{21}{12},\frac{21}{20},\frac{21}{3}$

Q.

Write the following in descending order

$8,754;88,754;47,488;84,578;48,874$

Q.

Question 107

Fill in the blank to make the statement true.
By reversing the order of digits of the greatest number made by five different non-zero digits, the new number is the .............. number of the given five digits.

Q.

…, 4, 3, 2, 1

What order are the above numbers arranged in?

___ (ascending/descending)

Q.

Write shaded portion as fraction and arrange them in descending order:

Q.

Write the following in descending order

$40,570;48,520;50,800;41,725;42,950$

Q.

Question 106

Fill in the blank to make the statement true.
Writing of numbers from the greatest to the smallest is called an arrangement in ................ order.

Q.

Arrange the following numbers in ascending order :

$66789,76689,6767,67788,55666$

Q. what is the roman number of 10000

Q. Write the order of the following surds:

(i) $\sqrt{50}$

(ii) $\sqrt[3]{5}$

(iii) $\sqrt{{31}^{\frac{1}{3}}}$

(iv) ${}^3\sqrt{(9{)}^2}$

(v) $\sqrt[4]{\frac{31}{50}}$

Q. Compare the following pairs of surds:

(i) $\sqrt{5},\sqrt{6}$

Q. $9.1,3.7,5.6,8.3,11.5,10.6$

1. $11.5,10.6,9.1,8.3,5.6,3.7$
2. $11.5,10.6,9.1,8.3,3.7,5.6$
3. None of these
4. $8.3,11.5,10.6,9.1,5.6,3.7$

Q.

Arrange the fractions given below in order from least to greatest (Ascending order)

$\frac{16}{9},\frac{16}{7},\frac{16}{8},\frac{16}{11}$

Q.

…, 4, 3, 2, 1

What order are the above numbers arranged in?

___ (ascending/descending)

Q. If ${\log }_{5}x=y$ and $5^{2y+3}$ = $m{x}^2$, then the value of $m$ is equal to

1. $100$
2. $125$
3. $70$
4. $150$

Q.

Arrange in descending order:

$8448,2551,6138,3316,2515$