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Triangle Area

Class 10 Mathematics के इस tag से जुड़े questions। हर question के साथ chapter, topic, level और difficulty दी गई है।

MathematicsThe area of a triangle is \(60\,\text{cm}^2\). Its base is \(4\,\text{cm}\) longer than its height. What is the height of the triangle?Class 10Quadratic EquationsWord Problems and ApplicationsLevel 42MediumMathematicsThe base of a triangle is \(6\text{ cm}\) longer than its height, and its area is \(140\text{ cm}^2\). What is the height of the triangle?Class 10Quadratic EquationsWord Problems and ApplicationsLevel 41ExpertMathematicsA right triangle has base \((x+5)\), height \((x+9)\), and area 95 square units. Which quadratic equation represents this situation?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 30ExpertMathematicsA right triangle has a base of (x+4) units, a height of (x+8) units, and an area of 72 square units. Which quadratic equation is formed from this information?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 29ExpertMathematicsA right triangle has a base of \((x+3)\) units, a height of \((x+7)\) units, and an area of 55 square units. Which quadratic equation represents this situation?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 28ExpertMathematicsA right triangle has a base of (x+2) units and a height of (x+6) units. If its area is 40 square units, which quadratic equation in x is correct?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 30HardMathematicsA right triangle has a base of \((x+1)\) units, a height of \((x+3)\) units, and an area of \(30\) square units. Which quadratic equation is obtained from this condition?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 29HardMathematicsThe base and height of a right triangle are \(x\) cm and \(x+2\) cm, respectively. If its area is \(24\text{ cm}^2\), which quadratic equation in \(x\) is correct?Class 10Quadratic EquationsIntroduction to Quadratic EquationsLevel 30Medium