What is the maximum number of pieces 1 cm in diameter and 20 cm long that can be cut out of a cylindrical wooden block 20 cm in length and 3 cm in diameter?
Radius (r) of given cylindrical wooden block = 3/2 cm (because Diameter = 2*radius) Length (h) = 20cm The volume of the block = πr²h = π *(3/2)²* (20) = 45 π Now we need to find max number of pieces of 1 cm in diameter. So, radius = 1/2 cm, length = 20cm So, volume of the required block = πr2h = π*(1/2)2*(20) = 5π So, max pieces = 45 π /5 π = 9 pieces.
Three different positions of the same dice are shown (Figures 1-3). Find the number on the face opposite to the face showing ‘ 3 ’?
Three positions of a cube are shown below. Which number will be opposite to the face containing 4?
Four views of one cube are given below. Each of the six faces of cube is numbered. In figure 3 which number will be opposite to the face with number ...
Study the following figures and find out the number opposite to 3.
Three different positions of the same dice are shown. Find the number on the face opposite the face showing ‘4’.
Which of the following cube in the answer figure cannot be made based on the unfolded cube in the question figure?
A cube is made by folding the given sheet. In the cube so formed, which of the following pairs of symbols will NOT be on the opposite faces?
Two positions of a dice are shown below:
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Three different positions of the same dice are shown. Find the number on the face opposite the face showing ‘6’.
