An open topped box needed to be constructed by cutting equal squares from each corner of a 4 meters скачать в хорошем качестве

An open topped box needed to be constructed by cutting equal squares from each corner of a 4 meters

An open topped box needed to be constructed by cutting equal squares from each corner of a 4 meters by 8 meter rectangular metal sheet and folding up the sides. Find the volume of the largest such box. Application of derivatives | CBSE class12 Mathematics – application of derivatives Class12 mathematics chapter 6 application of derivatives | NCERT Mathematics class 12 Class 12 mathematics – chapter 6 – application of derivatives A rectangular sheet of 4 meters by 8 meter , cutting equal squares from each corner, an open topped box constructed, find the volume of largest such box. 12th mathematics : exercise 6.5 open box problem. Application of derivatives - exercise 6.5, open box problem ( mathematics ) Application of derivatives maxima minima problems Sums solved application of derivatives Rectangular sheet problem – application of derivatives Engineering mathematics – application of derivatives Polytechnic diploma – application of derivatives Technical mathematics mathematics for class12 CBSE mathematics Mathematics for B.sc. Students Mathematics Engineering Students grade 12 mathematics 8th grade mathematics general mathematics mathematics tutorials mathematics tricks differentiation Calculus university mathematics mathematics for university My channel is all about teaching mathematics, theory, concepts, proofs and problem solving. I solve problems from old question papers and text books, so the problems, I am solving likely to help you and similar type problems may appear in upcoming examinations. So if you all about scoring high in all your exams and getting concepts cleared, make sure to subscribe my channel right now. my channel publishes videos related to all topics of mathematics and I keep on uploading videos regularly . it would be my happy moment if the subscribers like you get fully satisfied and benefited . contact [email protected]