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

MathematicsA water tank initially contains 120 litres of water, and water is added at a constant rate of 8 litres per minute. A student writes \(W=120t+8\) for water quantity \(W\) and time \(t\). What is the error in the model?Class 9Introduction to PolynomialsSlope and y-interceptLevel 40HardMathematicsA student writes that the zero of the polynomial \(p(x)=3x+15\) is \(5\). What is the error in the student's solution?Class 9Introduction to PolynomialsLinear polynomialsLevel 34ExpertMathematicsKavya says that if \(p(x)=m(x-5)\), where \(m\ne0\), the zero of the polynomial will change with the value of \(m\). Which option correctly explains the error in her statement?Class 9Introduction to PolynomialsLinear polynomialsLevel 35HardMathematicsA student says that \(p(x)=\frac{6x^2-18x}{3x}\) is a linear polynomial because it can be written as \(2x-6\). Which statement is correct?Class 9Introduction to PolynomialsLinear polynomialsLevel 34HardMathematicsReena claims that \(7-2x+5x^2\) is a linear polynomial because it contains an \(x\)-term. What is the correct evaluation of her claim?Class 9Introduction to PolynomialsLinear polynomialsLevel 33MediumMathematicsA student says that the degree of the polynomial \(7-4x^3+x^6-2x^8\) is 6 because the term containing \(x^6\) is written in the middle. What is the student's error?Class 9Introduction to PolynomialsDegree of a PolynomialLevel 29ExpertMathematicsA student says that the degree of the polynomial \(P(x)=5x^2-x^5+9\) is 2 because the first term is \(5x^2\). Which is the correct correction of the student's error?Class 9Introduction to PolynomialsDegree of a PolynomialLevel 30MediumMathematicsA student wrote the degree of the polynomial \(p(y)=8y^4-y^7+5\) as 4 because they considered the first term \(8y^4\). What is the correct degree?Class 9Introduction to PolynomialsDegree of a PolynomialLevel 29MediumMathematicsA student says that the degree of the polynomial \(4x^2-7x^5+3\) is 2 because the first term is \(4x^2\). What is the correct correction to the student's error?Class 9Introduction to PolynomialsDegree of a PolynomialLevel 33EasyMathematicsWhich statement is correct for (r^3s^2) and (r^2s^3)?Class 9Introduction to PolynomialsAlgebraic expressionsLevel 25ExpertMathematicsWhich statement is correct for (x^2y) and (xy^2)?Class 9Introduction to PolynomialsAlgebraic expressionsLevel 24ExpertMathematicsWhich option correctly identifies the mistake in treating (x^2y) and (xy^2) as like terms?Class 9Common QuestionsLike and Unlike TermsLevel 23MediumMathematicsRima wrote the length of a rectangle as \(x+3\) m and its breadth as \(x-3\) m, and stated that its area is \(x^2+9\) m². Which is the correct analysis of her error?Class 9Introduction to PolynomialsAlgebraic expressionsLevel 23HardMathematicsA student constructed ( \sqrt{7} ) and then did not draw the next unit side perpendicular. Which conclusion is correct?Class 9Number SystemsSquare root spiralLevel 22ExpertMathematicsIf the first segment (OA) is mistakenly taken as (2) units and (AB=1), what will be the first hypotenuse?Class 9Number SystemsSquare root spiralLevel 20ExpertMathematicsWhich statement is most incorrect from the construction point of view in a square-root spiral?Class 9Number SystemsSquare root spiralLevel 20HardMathematicsWhile constructing a square root spiral, Reema drew a 1-unit line parallel to the hypotenuse of the previous triangle to form the next triangle. What is the main error in her construction?Class 9Number SystemsSquare root spiralLevel 20HardMathematicsA student has constructed a square root spiral up to \(\sqrt{12}\). To obtain \(\sqrt{13}\), she draws a perpendicular of length 1 unit at the end of the last radius. Which conclusion is correct?Class 9Number SystemsSquare root spiralLevel 20HardMathematicsWhile constructing a square root spiral, Reema used a new side of √2 units to make the triangle after the point representing √7 . What is her mistake?Class 9Number SystemsSquare root spiralLevel 19HardMathematicsA student says that in a square root spiral, the length of the next hypotenuse after \(\sqrt{14}\) will be \(\sqrt{14}+1\). Which reasoning correctly shows the error in this statement?Class 9Number SystemsSquare root spiralLevel 19Hard