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Number Systems

Class 9 Mathematics के इस tag से जुड़े questions। हर question के साथ chapter, topic, level और difficulty दी गई है।

MathematicsWhat is the simplified form of (\sqrt{968})?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the simplified form of (\sqrt{588})?Class 9Number SystemsReal NumbersExpertMathematicsWhich number is closest to (\sqrt{80})?Class 9Number SystemsReal NumbersExpertMathematicsIf (x=\sqrt{400}-\sqrt{225}), what is (x)?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the simplified form of \(\sqrt{882}\)?Class 9Number SystemsReal NumbersExpertMathematicsWhich set represents all real numbers?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the simplified form of \(\sqrt{675}\)?Class 9Number SystemsReal NumbersExpertMathematicsIf \(x=\sqrt{324}+\sqrt{36}\), what is \(x\)?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the value of (\sqrt{500}-\sqrt{125})?Class 9Number SystemsReal NumbersExpertMathematicsWhich number does not have a terminating decimal?Class 9Number SystemsDecimal representationExpertMathematicsIf (a=\sqrt{8}) and (b=\sqrt{18}), what is (a+b)?Class 9Number SystemsReal NumbersExpertMathematicsIf (x=\sqrt{256}\div\sqrt{16}), what is (x)?Class 9Number SystemsReal NumbersExpertMathematicsWhich number lies between (\sqrt{20}) and (\sqrt{30})?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the simplified form of (\sqrt{320})?Class 9Number SystemsReal NumbersExpertMathematicsIf (p) is rational and (q) is irrational then (pq) can be?Class 9Number SystemsIrrational numbersExpertMathematicsWhich decimal is terminating?Class 9Number SystemsDecimal representationExpertMathematicsIf (a=\sqrt{3}) and (b=\sqrt{12}), what is (ab)?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the simplified form of (\sqrt{54})?Class 9Number SystemsReal NumbersExpertMathematicsWhat is the value of (\sqrt{98}-\sqrt{32})?Class 9Number SystemsReal NumbersExpertMathematicsIf \(x=\sqrt{n}\), which condition on \(n\) guarantees that \(x\) is irrational?Class 9Number SystemsReal NumbersExpert

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