vectors in three dimensional


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Dimensional Formulae and Dimensional Equation
Dimensional formula - It is the term which tells about the power with which a fundamental quantity is contained in a physical quantity. E.g., Dimensional formula of velocity is [LT - 1 ], that of density is [ML - 3..
Dimensional formula
It is the term which tells about the power with which a fundamental quantity is contained in a physical quantity. E.g., Dimensional formula of velocity is [LT - 1 ], that of density is [ML - 3..
Which solid can be represented as a three dimensional figure using the..
Which solid can be represented as a three dimensional figure using the given figure and vector? => cuboid or trapezoid or cone or rectangle..
3. Three-dimensional packing
Three-dimensional packing Hexagonal close packing is the most efficient two dimensional close packing. Let us now consider a three dimensional packing keeping a hexagonal close packed pattern for layers. Two types of arrangements are possible. a) Hexagonal close packing - AB AB type of arrangement. b) C..
Identify the net for the 3-dimensional figure shown.
Identify the net for the 3-dimensional figure shown. => Figure 1 or Figure 2 or Figure 4 or Figure 3..
Which of the following vectors have the opposite directions?
Which of the following vectors have the opposite directions? =><3, 4>, <-3, -4> or <3, -4>, <-3, -4> or <3, 4>, <-3, 4> or <3, 4>, <3, -4>..
Identify a three dimensional figure that matches with the views.
Identify a three dimensional figure that matches with the views. => Figure 1 or Figure 4 or Figure 2 or Figure 3..
Identify the right view of the three-dimensional figure.
Identify the right view of the three-dimensional figure. => Figure 2 or Figure 4 or Figure 3 or Figure 1..
Which figure represents the top view of the three dimensional figure?
Which figure represents the top view of the three dimensional figure? => Figure 2 or Figure 1 or Figure 4 or Figure 3..
Identify the three-dimensional figure for the net.
Identify the three-dimensional figure for the net. => Figure 4 or Figure 3 or Figure 2 or Figure 1..
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