If two rational numbers ab and cd are equal- then

Ab=cd ad=bc So, option c is correct. ...

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Rational Numbers

If two ration...

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If two rational numbers $\frac{a}{b} a n d \frac{c}{d}$ are equal, then

a b = b c

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a c = b d

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a d = b c

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a b = c d

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\frac{a}{b}

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If a and b are two rational numbers prove that a+b ,a-b , ab are rational numbers. If b is not equal to 0 show that a/b is also a rational number

a, b, c

(a + b - 2 c) x^{2} + (b + c - 2 a) x + (c + a - 2 b) = 0

a, b, c, d

(a - c)^{2} x^{2} + (b - c)^{2} x + (b - d)^{2} = (a - d)^{2}

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