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Two positions of a dice are shown below. When number 1 is on the top, what number will be at the bottom? Option 1) 2Option 2) 1Option 3) 5Option 4) Cannot be determinedOption 5) 3
A dice is numbered from 1 to 6 in different ways.If 2 is opposite to 3 and adjacent to 4 and 6, then which of the following statements is necessarily true? Option 1) None of theseOption 2) 4 is opposite to 6Option 3) 4 is adjacent to 2 and 6 Option 4) 1 is adjacent to 2 and 3Option 5) 1 is opposite to 5

2

In the above three diagrams, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, So we can say that number opposite to 3 = 5
In the above three diagrams, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, Here in this diagram we know that 6 is opposite to 1 & 2 is opposite to 4. Then numbers left = 3 & 5 So we can say that number opposite to 3 = 5
In the above three diagrams, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, Number opposite 1 = 6
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 2 can be crafted.
In the above three diagrams, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, Here in this diagram we know that 4 is opposite to 6 & 1 is opposite to 3. Then numbers left = 2 & 5 So we can say that number opposite to 5 = 2
In figure (ii) & (iii) 3 & 4 are available in both the diagrams. From here, we can conclude that 5 is opposite to 2.
In the above three diagrams, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, Here in this diagram we know that 3 is opposite to 4 & 1 is opposite to 5. Then numbers left = 2 & 6 So we can say that number opposite to 2 = 6
In the above three diagrams, These are not a numeric dice. So, here in this case, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, Letter Opposite to A --------> E
In the above three diagrams, Neither it is standard dice nor we are observing two common faces in two diagrams. So, here, in this case, To find out the opposite faces we will wright all the elements in the clockwise direction starting with the common element in any two figure. So taking figure (i) & figure (ii) for the above experiment, So the number opposite to number 2 dots = 5 dots
If any two faces in the 3D diagram make the sum of 7 then It is known as a general dice. In both the figures, we can observe that 5 & 1 are available in both. The only change between these diagrams is of 2 & 4. So we can say that 2 will be opposite to 4.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 1, 3 & 4 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 1 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 2 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 2 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 3 & 4 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 1, 2, 3 & 4 can be crafted.
the above diagram is showing faces & their opposite faces. We know that in a 3D view of dice, 1. Each faces out three faces in 3D view should be from all pair. 2. Two opposite faces cannot come in any 3D view. As per the above diagram & rules, Only 1 & 3 can be crafted.
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