K
Khách

Hãy nhập câu hỏi của bạn vào đây, nếu là tài khoản VIP, bạn sẽ được ưu tiên trả lời.

10 tháng 6 2015

Gọi số cần tìm là abcd. Xóa đi chữ số hàng chục và đơn vị ta được số ab

Ta có :

abcd - ab = 3663

ab x100 + cd -ab = 3663

cd + ab x100 - ab = 3663

cd + ab x 99         = 3663

             cd           = 3663 - ab x99

             cd           = 37 x 99 - ab x 99

             cd           = (37- ab) x 99

Nhận xét : Tích của 99 với 1 số tự nhiên là một số bé hơn 100 nên 37 - ab phải = 0 hoặc1

Nếu 37 - ab = 0 thì ab = 37 và cd = 00

Nếu 37 - ab = 1 thì ab  = 36 và cd = 99

Vậy số cần tìm là 3700 hoặc 3699

3700 hoac 3699 ban a

19 tháng 3 2016

nếu ta xóa đi chữ số hàng chục và hàng đơn vị của số đó đi thì số đó giảm đi 100 lần và giá trị của số hàng chục và hàng đơn vị ghép lại

Vậy giá trị đó là : 1983 : (100 - 1 ) = 20 dư 3 

Vậy giá trị của  số hàng chục và hàng đơn vị ghép lại là 03

Số đó là : (1983 - 3 ) : 99 x 100 + 3 =2003

Đáp số : 2003

27 tháng 9 2017

Bài 1

a0b = ab x 7

a x 100 + b = ( a x 10 + b ) x7

a x 100 + b = a x 10 x 7 + b x 7

Cùng bớt đi b

a x 100 = a x 70 + b x 6

Cùng bớt đi a x 70

a x 30 = b x 6

Cùng chia cho 6 

a x 5 = b x 1

=>a = 1 ; b = 5

Vậy số đó là 15

2 bài kia bạn tự giải nha , mk lười lắm :)))))

24 tháng 5 2018

cau hoi nay la cau hoi co 3 chu so chu khong hai la 2chu so

14 tháng 2 2023

Gọi số có 4 chữ số cần tìm là \(\overline{abcd}\)

Theo đề ra, ta có: Khi xóa đi chữ số hàng chục và hàng đơn vị ta được số \(\overline{ab}\)

\(\overline{abcd}-\overline{ab}=3663\)

\(\overline{ab}\times100+\overline{cd}-\overline{ab}=3663\)

\(\overline{ab}\times99+\overline{cd}=3663\)

\(\overline{cd}=99\times\left(37-\overline{ab}\right)\)

Mà tích của 99 là một số tự nhiên bé hơn 100 nên có hai trường hợp là \(37-\overline{ab}=0\) hoặc \(37-\overline{ab}=1\)

Trường hợp 1: \(37-\overline{ab}=0\Rightarrow\overline{ab}=37\)

\(\Rightarrow\overline{cd}=0\)

Trường hợp 2: \(37-\overline{ab}=1\Rightarrow\overline{ab}=36\)

\(\Rightarrow\overline{cd}=99\)

Vậy số tự nhiên có 4 chữ số cần tìm là \(3700;3699\).

Gọi số cần tìm là \(\overline{abcd}\)

Xóa đi chữ số hàng chục và hàng đơn vị ta được số ab

Theo bài ra ta có: 

\(\overline{abcd}-\overline{ab}=3663\)

\(100.ab+cd-ab=3663\)

\(cd+100.ab-ab=3663\)

\(cd+99.ab=3663\)

\(\Rightarrow cd=99.\left(37-ab\right)\)

\(\Rightarrow37-ab=0\) hoặc \(37-ab=1\)

Nếu 37 - ab = 0 thì ab = 37 và cd = 00

Nếu 37 - ab = 1 thì ab=36 và cd = 99

Vậy số cần tìm là: 3700 và 3699

24 tháng 7 2016

đáp án : 3700 , 3699

24 tháng 7 2016

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758645

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fd

fg

g

g

g

g

g

g

g

g

g

g

g

g

g

yh

u

yt

tu

yt

eawr

we

r

tt

ryh

fyu

gfykhj

k

j

lhj

gi8

et

e

rsdth

dfyg

hndf

jfh

frghy

fg

h

f

j

fh

f

g

d

gf

h

fh

dhfg

dfhf

tr;dg

dg

g

fh

g

hg

g

gh

gg

h

hg

hg

h

t

t

t

t

t

sd

d

xdf

ghf

j

ghu

i

tfr

cxf

j

udse5ytr

77es

5

65

6

t

frf

g

c

g

tr

yt

f

v

g

v

tf

,

tfv

j

f

b

t

b

hy

n

gh

g

g

g

g

gf

41

4

4

2

42

24

24

24

24

24

2

5

2

24

44

2

45

452

2

12

2

2

22

4

1

24

4

4

5

42

4

14

2

42

24

25

4

4

44

5

tyhyf

tghy

f

h

fgh

dg

hg

fj

gh

k

jj

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

j

NM
21 tháng 8 2021

gọi số ban đầu có dạng : \(\overline{abcd}\)

ta có : \(\overline{abcd}-\overline{ab}=3663\Leftrightarrow99\overline{ab}+\overline{cd}=3663\)'mà :

\(99\overline{ab}\le99\overline{ab}+\overline{cd}\le99\overline{ab}+99\)

Vậy : \(99\overline{ab}\le3663\le99\overline{ab}+99\) hay : \(36\le\text{​​}\overline{ab}\le37\)

vậy \(\orbr{\begin{cases}ab=36\Rightarrow3699\\ab=37\Rightarrow3700\end{cases}}\)

Vậy ta có hai số thỏa mãn đề bài là 3699 và 3700

24 tháng 8 2021

Gọi số đó là abcd, ta có :

abcd - ab = 3663

ab * 100 + cd - ab = 3663

ab * ( 100 - 1 ) + cd = 3663

ab * 99 + cd = 3663

Thử lại : 3663 : 99 = 27

Số cần tìm là 2700

26 tháng 8 2021

1, 

gọi ab là số cần tìm (a khác 0)

gọi a0b là số ab sau khi thêm 0 vào chính giữa

gọi 1a0b là số a0b sau khi thêm 1 vào bên trái

ta có:

ab x 10=a0b

(ax10+bx1)x10=a0b

ax100+bx10=ax100+bx1

bx10=b(cùng trừ 2 vế cho a*100)

vì b x10=b nên b chỉ có thể là 0

vì b=0 nên ab=a0 và a0b=a00

ta lại có : a00x 3=1a00 

a00 x 3=1000+a00

a00 x 2=1000(cùng trừ hai vế cho a00)

a00=1000:2

a=5

Vậy ab = 50