Question

solve ax + by= a+b and x+y = 2 using elemination.

Answer 1

Answer:

HELLO DEAR,

x/a + y/b = 2

{\Rightarrow }⇒ ay + xb = 2ab----------( 1 )

ax - by = a² - b²---------( 2 )

from-----( 1 ) &-------( 2 )

multiply ( 1 ) by "a" ( 2 ) by "b"

abx + a²y = 2a²b

abx - b²y = ba² - b³

-------------------------------------------------

y(a² + b²) = 2a²b - ba² + b³

{\Rightarrow }⇒ y(a² + b²) = a²b + b³

{\Rightarrow }⇒ y(a² + b²) = b(a² + b²)

{\Rightarrow }⇒ y = b [ put in -----( 1 )]

we get,

{\Rightarrow }⇒ ay + xb = 2ab

{\Rightarrow }⇒ a(b) + xb = 2ab

{\Rightarrow }⇒ xb = 2ab - ab

{\Rightarrow }⇒ x = ab/b

{\Rightarrow }⇒ x = a

I HOPE ITS HELP YOU DEAR,

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Answer 2

Step-by-step explanation:

axtby equal to a2+b2

1. x+y equal 2
2. an