Math, asked by User1077, 1 year ago

Given that a,b,c and d are natural numbers and that a=bcd, b=cda, d=abc then (a+b+c+d)^2

Answers

Answered by Shubhendu8898
7
Hi ...dear...here Is your!!
let's start!!
.
given....

a=bcd   (1)

b=cda   (2)

c=dab   (3)

d=abc   (4)

On dividing equation 1 by 2 ,

a/b = bcd/cda

a/b = b/a

a2 = b2 

On taking squreroot of both sides

a = b...
.. similarly when we divide equation 2 by 3 ..
we get b=ç.
and so on ..
a=b=c=b......
.
see.picture!!!

Hope it helped you!!
Regards Brainly Star Community.
#shubhendu
Attachments:

Shubhendu8898: what happens after cd=1
QGP: After cd=1
QGP: We also have c=d
QGP: So from cd=1, we can write c^2 = 1
QGP: So, c = 1 or c = -1
QGP: So, a=b=c=d = 1 OR a=b=c=d = -1
QGP: But finally answer remains 16
Shubhendu8898: now i got it!!!thanks a lot!!!i was just little bit comfuse!!
Shubhendu8898: thanks for giving me a chance to edit it
QGP: Thanks for editing it :)
Answered by manasi3107
0

Answer:

given....

a=bcd   (1)

b=cda   (2)

c=dab   (3)

d=abc   (4)

On dividing equation 1 by 2 ,

a/b = bcd/cda

a/b = b/a

a2 = b2  

On taking squreroot of both sides

a = b...

.. similarly when we divide equation 2 by 3 ..

we get b=ç.

and so on ..

a=b=c=b......

.

Step-by-step explanation:

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