Show that the system of equation 4x+6y=7, 12x+8y=21, has infinitely many solutions
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4x+6y=7
4x=7×6y
x=7×6y÷4
if y=1
x=7×6×2÷4
x=84÷4
x=21
you can put 3 values like this way
12x+8y=21
12x=21×8y
x=21×8y÷12
if y=2
x=21×8×2÷12
x=28
you can put 3 values like this way
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