Math, asked by keshridewangan58945, 6 hours ago

9. Shift the digit 7 towards right from its place and compare the new number with the original
one, in each of following cases.
(i) 1379
(ii) 7285
(iii) 7014 (iv) 3750 (v) 3872
(vi) 2714

Answers

Answered by shivamknowladge
2

Answer:

7285 new number with the original cases

Answered by Aliraja7860123
9

Answer:

9. Shift the digit 7 towards right from its place and compare the new number with the original

one, in each of following cases.

(i) 1379

(ii) 7285

(iii) 7014

(iv) 3750

(v) 3872

(vi) 2714

Step-by-step explanation:

(i)1379

Ans:Given Shift the digit. 7 towards right fromits place original one,

To find: 1379

solution:

The digit 7 towards right from the

place and compars the original one, 1379

1397-1379

=> 18

Hence, 1397-1379

=>18.

(ii) 7285

Ans:Given: 1285

to find:- Shift digit 7 and T

Compare

Solution :

7285 when 7 is shifted right becomes 2785

On comparing,

72857 2785

Answer:- Hence, 7285 > 2785

(iii) 7014

Ans:Given: The number 7814

To find: compare

Solution: according to question

714 is new number

.:. 7014

-714

6300

Hence, the answer.

(iv) 3750

Ans:Given number = 3750

A/q:

Shifting the digit 7 towards right from its place.

So,

New number = 3510.

Compare (or) difference =>old number - new number:

=>3750-3570

=>180.

(v) 3872

Ans:Solution

After shifting the number 7 towards right Then the new number will become 3827

(vi) 2714

Ans:Given number = 2714

fincl: Comparision.

Solution: new number = 2174

Hence, 2714>2174.

Explanation:

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