Question

(a) 1 lakh = ten thousand. (b) 1 million = hundred thousand. (c) Sum of x and Lin numerals is (d) The greatest number of 8 digits using 3,0, 1,8 is​

Answer 1

In this question it is given that we have to fill the blanks.

So to find the solution we have to know how to represent the given quantity numerically and after that according to the question we have to transform them to the new quantity.

Complete step by step answer:

So as we know that 1 lakh = 100000 (5 zeroes), so this can be written as,

1 lakh = 100000 = 10×10000 = 10×ten thousand.

So 1 lakh = 10 ten thousand.

1 million = 10,00000 (6 zeroes), and by previous we can write that,

1 lakh = 10×ten thousand=10×10×1 thousand = hundred thousand.

So 10 lakh can be written as 10×hundred thousand.

Now 1 crore =100 lakh, which can be written as,

1 crore = 10×10 lakh=10 ten lakh.

Thus 1 crore = 10 ten lakh.

Again, 1 crore = 100 lakh =10×10 lakh=10×1 million = 10 million.

And lastly, 1 million which can be written as 10 lakh.

So our required solution is

A) 1 lakh = 10 ten thousand.

B) 1 million = 10 hundred thousand.

C) 1 crore = 10 ten lakh.

D) 1 crore = 10 million.

E) 1 million = 10 lakh.

Note: While solving any number related problems you need to know that whenever we write zero alongside 1 then this will give us a new quantity. Like if we write 10 then this is called as ten.

100=1 hundred , 1000=1 thousand, 10000= ten thousand, 100000= 1lakh, 1000000= 10 lakh, 10000000=1 crore.