Asked by Lavinia
Solve the following system of equations using the cross multiplication method,ax+by=a-b;bx-ay=a+b
Answers
Answered by
Elena
http://www.mathcaptain.com/algebra/simultaneous-equations.html
ax +by =a-b
bx-ay=a+b
ax+by +(b-a) = 0
bx –ay +(-a-b) = 0
x y 1
--------------------------------
b ↘ b-a ↘ a ↘ b
-a ↗ -a-b ↗ b ↗ -a
x/{-ab-b²+ab-a²} = y/{b²-ab+a²+ab} = 1/{-a²-b²},
x/{-a²-b²} = 1/{-a²-b²},
x=1.
y/{b² +a²} =1/{-a²-b²},
y=-1.
ax +by =a-b
bx-ay=a+b
ax+by +(b-a) = 0
bx –ay +(-a-b) = 0
x y 1
--------------------------------
b ↘ b-a ↘ a ↘ b
-a ↗ -a-b ↗ b ↗ -a
x/{-ab-b²+ab-a²} = y/{b²-ab+a²+ab} = 1/{-a²-b²},
x/{-a²-b²} = 1/{-a²-b²},
x=1.
y/{b² +a²} =1/{-a²-b²},
y=-1.
Answered by
Anonymous
Cross multiplication methods
Answered by
Fazil
Thanks
Answered by
Anonymous
Thu ela na chesaventi ra neyabba
Answered by
pubg player
thanks
Answered by
Anonymous
Chutiya hai kya
Answered by
tanvi
These eq. help me in my problem.
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