Please answer my Question
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IshitaJaiswal:
it's a very simple question.
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⏩hey there hang on❕❕, here's ur answer
⏩ given⏹ sum of perimeter of two squares is given by
➖ A1+A2= 4r1+4r2= 4(r1+r2)==(1)
sum of their area is given by
P1+ P2= r1^2+r2^2==(2)
let the side be x of the first square (r1) , then
first equation will be
=. 4(x+r2)= 41
=. 4x+r2= 41
r2= 41-4x===(3)
from equation 2 we have
36= x^2+ r2
r2= 36- x^2===(4)
equating 3 and 4
41-4x= 36-x^2
41-36= 4x-x^2
5= 4x-x^2
x^2-4x+5=0
then factorising it we get
x^2-5x+x-5=0
x(x-5)+1(x-5)=0
(x-5)(x+1)=0
x-5=0
x=5===(5)
x+1=0
x=-1==(6)
we get confused by two values , but we know that distance cant be negative , hence equation 5 is taken
x= 5 the side of the first square
then substituting the value in equation 3 or 4
, lets take 3
THEN we get
r2= 41-4x = 41- 4(5) = 41- 20= 21 cm
r2= 21cm the side of the second square...
✌✌hope so buddy it helps u ❕❕
(thanks for regaining the gained thing)
##be brainly
⏩ given⏹ sum of perimeter of two squares is given by
➖ A1+A2= 4r1+4r2= 4(r1+r2)==(1)
sum of their area is given by
P1+ P2= r1^2+r2^2==(2)
let the side be x of the first square (r1) , then
first equation will be
=. 4(x+r2)= 41
=. 4x+r2= 41
r2= 41-4x===(3)
from equation 2 we have
36= x^2+ r2
r2= 36- x^2===(4)
equating 3 and 4
41-4x= 36-x^2
41-36= 4x-x^2
5= 4x-x^2
x^2-4x+5=0
then factorising it we get
x^2-5x+x-5=0
x(x-5)+1(x-5)=0
(x-5)(x+1)=0
x-5=0
x=5===(5)
x+1=0
x=-1==(6)
we get confused by two values , but we know that distance cant be negative , hence equation 5 is taken
x= 5 the side of the first square
then substituting the value in equation 3 or 4
, lets take 3
THEN we get
r2= 41-4x = 41- 4(5) = 41- 20= 21 cm
r2= 21cm the side of the second square...
✌✌hope so buddy it helps u ❕❕
(thanks for regaining the gained thing)
##be brainly
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1
here is the sollution of your question
sorry for bad handwriting
sorry for bad handwriting
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