HEIGHT, (by mentally rotating the figure), Area = base \[\times \] height \[=10\times 10=100\,\,sq.cm.\] Mind of a MATHEMATICIAN: Students should not only MULTIPLY numbers but also SEE how the units are getting multiplied, for e.g. \[cm\times cm=sq.\text{ }cm.\]\[cm\times cm\times cm=c{{m}^{3}}\]. The idea will help you not only in maths but also in physics and chemistry where dimensional accuracy is very important.

"> HEIGHT, (by mentally rotating the figure), Area = base \[\times \] height \[=10\times 10=100\,\,sq.cm.\] Mind of a MATHEMATICIAN: Students should not only MULTIPLY numbers but also SEE how the units are getting multiplied, for e.g. \[cm\times cm=sq.\text{ }cm.\]\[cm\times cm\times cm=c{{m}^{3}}\]. The idea will help you not only in maths but also in physics and chemistry where dimensional accuracy is very important.

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In the figure below PQRS is a parallelogram. Side QR = 10 cm and a perpendicular AB = 10 cm as shown above. Find area of parallelogram

10th Class Mathematics in 10th Class 11 months ago

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If you look at the figure with QR as base and AB as HEIGHT, (by mentally rotating the figure), Area = base \[\times \] height \[=10\times 10=100\,\,sq.cm.\] Mind of a MATHEMATICIAN: Students should not only MULTIPLY numbers but also SEE how the units are getting multiplied, for e.g. \[cm\times cm=sq.\text{ }cm.\]\[cm\times cm\times cm=c{{m}^{3}}\]. The idea will help you not only in maths but also in physics and chemistry where dimensional accuracy is very important.

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Posted on 07 Aug 2024, this text provides information on 10th Class related to Mathematics in 10th Class. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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