10th.. Let a,b,c,d are positive rational numbers and a+√b=c+√d, the prove that either a=b and c=d or

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Let a, b, c and d be positive rationals such that a+√b = c+√d, then prove that either a=c and b=d or Let a, b, c and d be positive rationals such that a+√b = c+√d, then prove that either a=c and b=d or
Let a, b, c, d be positive rationals such that a+√𝑏 = c+ √𝑑, then either a = c, b= d or b and d are Let a, b, c, d be positive rationals such that a+√𝑏 = c+ √𝑑, then either a = c, b= d or b and d are
Prove that, if a, b, c and d are positive rationals such that a+√(b)=c+√(d), then either a=c and ... Prove that, if a, b, c and d are positive rationals such that a+√(b)=c+√(d), then either a=c and ...
Prove that if a,b,c,d are positive rational such that a +√𝐛= c+√𝐝 then either a=c & b=d I Class10 Prove that if a,b,c,d are positive rational such that a +√𝐛= c+√𝐝 then either a=c & b=d I Class10
a+√b=c+√d, then either a=c and b=d or b and d are squares of rationals.a,b,c,d are rational numbers a+√b=c+√d, then either a=c and b=d or b and d are squares of rationals.a,b,c,d are rational numbers
Let a, b, c, d be positive rational such that a + √b = c + √d , then either a=c and b=d or b and d . Let a, b, c, d be positive rational such that a + √b = c + √d , then either a=c and b=d or b and d .
There exists irrational numbers a and b such that a^b is rational There exists irrational numbers a and b such that a^b is rational
Rational and Irrational Numbers Rational and Irrational Numbers