Question

Find the number by adding 33 1 by 3% of 1 by 3 of the predecessor of the smallest 5 digit number to the successor of the smallest number formed by the digits of first four composite numbers

Answer 1

Answer:

Solution:-

33 1/3 % of 1/3 of the predecessor of the smallest 5 digit number -

Smallest 5 digit number = 10000

Predecessor of 10000 = 10000 - 1

= 9999

1/3 of 9999

1*9999/3

= 9999/3

= 3333

33 1/3 % of 3333 = 100/3 % of 3333

= (3333*100)/(3*100)

= 333300/300

= 1111

Now, it is to be added to the successor of the smallest number formed by the digits of first 4 composite numbers -

First 4 composite numbers = 4, 6, 8 and 9

Smallest number formed by the digits of first 4 composite number = 4689

Successor of it = 4689 + 1 

= 4690

Now, adding 1111 and 4690

= 1111 + 4690

= 5801

So, the required number is 5801                 Answer.

Step-by-step explanation: if my solution helps you then mark my answer as brainlist answer

Answer 2

Answer:

5801

Step-by-step explanation:

smallest 5-digit no =10000

predecessor of the smallest 5 -digit no-10000-1

=>9999

1/3of 9999

9999/3=>3333

33 1/3 percent = 100/3 of 3333

=> 3333 ×100

---------------

3×100

=> 333300/300

=>1111

first four composite no =4,6,8,9

smallest no formed by the digit of first four composite no =

4689

successor of it =4689

=>4690

=> 1111 +4690

=> 5801