﻿ Ametallic sheet is of the rectangular shape with dimensions 48cm*36cm. from each one of its corners, square of 8cm is cut off an open box is , 26.02.2020 13:10, dnyandeepnile1999

# Ametallic sheet is of the rectangular shape with dimensions 48cm*36cm. from each one of its corners, square of 8cm is cut off an open box is made of the remaiming sheet. find the volume of the box. Answers: 1  ### Other questions on the subject: Math Math, 19.08.2019 00:00, renukatumane109
Awe type questions14×4 = 16]q12. point p divides the line segment joining the points x(3, 1) and y6.-8) such that xy/yp=4/1. if p lies on the line 2x+y+k=o. find the value of k.q13. state and prove external angle bisector theorem1q14. find the area of the quadrilateral, the coordinates of whose vertices are a(6, -3) b(4, 3), c(1, 2) and d(-2, -3)q15. if a sin thita - b cos that =c, then find the value of a cos titha + b sin thita​
Answers: 1 Math, 19.08.2019 00:00, rishi1087
If a b c are in a gp and represents the sides of triangle then find the value of common ratio
Answers: 1 Math, 19.08.2019 07:00, eka85
In triangle abc ay perpendicular to the bisector angle abc and ax to the bisector of angle acb. if ab= 9 cm , ac=7 cm and bc= 4cm. then the length of xy is
Answers: 1 Math, 19.08.2019 08:00, mathmatics9898
Suppose m 1 = (q 1 , , q 1 , a 1 , 1 ) and m 2 = (q 2 , , q 2 , a 2 , 2 ) are finite automata accepting l 1 and l 2 , respectively. let m be the fa (q, , q 0 ,a, ), where q = q 1 q 2 q 0 = (q 1 , q 2 ) and the transition function is defined by the formula ((p, q), ) = ( 1 (p, ), 2 (q, )) for every p q 1 , every q q 2 , and every . then prove that m accepts the language l 1 l, l 1 l 2 and l 1 l 2 using examples.
Answers: 3
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Ametallic sheet is of the rectangular shape with dimensions 48cm*36cm. from each one of its corners,...

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