parallelepipedon (ˌpærəˌlɛləˈpaɪpɪdən)or parallelopipedon n,pl-pipedsor-pipeda(-paɪpɪdə) (Mathematics) a geometric solid whose six faces are parallelograms [C16: from Greekparallēlepipedon;fromparallēlosparallel +epipedonplane surface, from epi- +pedon...
The method for forming the edges of cardboard containers (1) involves placing a template (3) into the container adjacent to a panel (12) to form one or more stops (21) which engage a fold line (13) of the edge flange (2) to be formed.FLIX JEAN MARIE...
G. I. /5. Prove that in any parallelepiped the sum of the lengths of the edges does not exceed twice the sum of the lengths of the four principal diagonals. 相关知识点: 试题来源: 解析 【题5】 求证在任何平行六面体中,所有各边边 长总和不超过四条主对角线长度之和的两倍. 反馈 收藏...
什么您需要做是应付新的词用不同的方式根据怎样他们在日常使用频繁地发生。[translate] athen you just only look for those clothes 然后您只寻找那些衣裳[translate] aform a gate in the shape of parallelepiped defined around the total error ellipsoid 正在翻译,请等待...[translate]...
PACKAGE, PARTICULARLY A CIGARETTE PACKAGE, AND METHOD AND DEVICE FOR THE PRODUCTION THEREOF A parallelepiped-shaped cigarette package having a large-area package side, namely a rear side (13), is provided, in the area of this rear side (13), with ... F Heinz,S Irmin 被引量: 0发表: ...
The container basically in the shape of a parallelepiped or of a frustum of a pyramid with integral upper rim of the invention is prepared from a single flat blank which includes a central panel designed to form the top face of the container, made central with respect to a pair of flaps...
To find the value of α such that the volume of the parallelepiped defined by the vectors →a=2^i+3^j+4^k, →b=^i+α^j+2^k, and →c=^i+2^j+α^k is equal to 15, we will use the formula for the volume of a parallelepiped, which is given by the scalar triple product:...
Find the volume of the parallelepiped with adjacent edges PQ,PR, and PS. P(3,0,1),Q(−1,2,5),R(5,1,−1),S(0,4,2) Find volume using cross and dot product To find the volume of the parallelepiped, you must do a⋅(b X c). The dot pr...
A container in the form of an open-topped parallelepiped defined by a flat base and perpendicular thereto, two side walls and two end walls, the container being formed by folding and fixing areas of a flat base that has previously been shaped and notched by blanking. Each end of a side ...
Find the volume of the parallelopiped with adjacent edges PQ, PR, PS where P(-3,4,-1), Q(-1,7,2), R(-4,3,-2), S(3,2,1) . Find the volume of solid generated when y = x, y = (4 - x^2)^\frac{1}{2}, x = 0, x = 2. Find the volume of ...