The Vitruvian Man is a famous drawing created by Leonardo da Vinci, which is based on the correlations of ideal human proportions as decried by the ancient Roman architect Vitruvius. It is often said that the male figure appears in 2 positions - that inscribed in the circle, and that inscribed in the square.
In actuality, there are more positions that the figure could be in. If we consider that each limb could be in two different possible positions, what is the total number of positions that the Vitruvian Man could be in?
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This approach is known as the Rule of Product . You can learn more about it by reading the linked page.
The figure
O Face
--|-- Mid
/\ Legs
The Answers
1) When the right hand touch any part of the circle above the square and left is straight
O/
--|
/\
2) When the right hand touch the corner of the square and left is straight
O/
--|
/\
3) His both the hands are straight
O
--|--
/\
4) When his right hand is lower than the above case and left is straight
O
--|\
/\
5) When the both the hand touch any part of the circle above the square
\O/
|
/\
6) When the right hand touch the corner of the square and left touching any part of the circle above the corner of the square
\O/
|
/\
7) When his right hand is straight than the above case and left touching any part of the circle above the square
\O
|--
/\
8) When his right hand is lower than the above case and left touching any part of the circle above the square
\O
|\
/\
Similarly when his left hand at the square corner and below the arm level (as in case 4)
The man has 4 limbs and each limb can be in 2 position's therefore, it can be placed in 4 2 positions, or 16 positions.
why 2 positions??? wil any explain please
4 poit tichs by his arm fingre and 4 is by his limb so totly points are 8
But you are not taking into account the circular symmetry, so is'nt it 16/2=8
ahhh
There are 4 limbs, that can be in 2 positions. So, the no. of positions can be 2^4=16
As there are 2 different positions of tho total of 4 hands and legs. so total posibilities = 2^4
it is said that each limb can be in 2 different ways,there are 8 limbs.Therefore 8*2=16 . the answer is 16.
2 (left limb) * 2 (right limb) * 2 ( left foot) * 2 (right foot)
The positions of the limbs are independent, so the number of positions the Vitruvian Man can be in is 2^4 = 16
One limb can be in two positions and there are total 4 limbs i.e. two hand limbs and two leg limbs can be in 4^2=16 positions
There are drawn 4 hand and 4 legs of a man. And there are 4*4 possibilities in which the combinations of hands and legs can be made. so the ans is 16.
16
i m weak in algebric ques. can anyone tell me a trick to solve them coz theymake me mad whem i start solving them
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You might want to practice solving algebraic questions from mathematics daily magazines or some good book if you want to improve your algebra skill.
16
Note that your reasoning is incorrect. We are not picking 1 hand out of 4, and 1 leg out of 4. We want 2 hands and 2 legs.
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There are 4 limbs, each of which can be in 2 positions. The positions of the limbs are independent, so the number of positions the Vitruvian Man can be in is 2^4 = 16