Mixing
3D box measurements from 2D
$begingroup$
I'm wondering if there's a mathematical way to work out the 3D measurements on a 2D plane if given the 2D dimensions of an object like a box. If the object is rotated and this translates to 13º on a 2D plane, given the other measurements in the object is it possible to work out where the other points are located. I'm thinking that it's also necessary to have the angle of view of the object. It doesn't really matter what this angle is. The aim is to create a formula that would take the 3 sides and combine them realistically as a 3D object. Is it possible to work it out the points using trigonometry? I was attempting this, but not sure how to translate it into 2D. The 75 on the spine is what it would be as a 2D rectangle, not skewed on the angle.
trigonometry 3d
asked Jan 27 at 4:05
MattsMatts
1011
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add a comment |
$begingroup$
I'm wondering if there's a mathematical way to work out the 3D measurements on a 2D plane if given the 2D dimensions of an object like a box. If the object is rotated and this translates to 13º on a 2D plane, given the other measurements in the object is it possible to work out where the other points are located. I'm thinking that it's also necessary to have the angle of view of the object. It doesn't really matter what this angle is. The aim is to create a formula that would take the 3 sides and combine them realistically as a 3D object. Is it possible to work it out the points using trigonometry? I was attempting this, but not sure how to translate it into 2D. The 75 on the spine is what it would be as a 2D rectangle, not skewed on the angle.
trigonometry 3d
asked Jan 27 at 4:05
MattsMatts
1011
$endgroup$
add a comment |
$begingroup$
I'm wondering if there's a mathematical way to work out the 3D measurements on a 2D plane if given the 2D dimensions of an object like a box. If the object is rotated and this translates to 13º on a 2D plane, given the other measurements in the object is it possible to work out where the other points are located. I'm thinking that it's also necessary to have the angle of view of the object. It doesn't really matter what this angle is. The aim is to create a formula that would take the 3 sides and combine them realistically as a 3D object. Is it possible to work it out the points using trigonometry? I was attempting this, but not sure how to translate it into 2D. The 75 on the spine is what it would be as a 2D rectangle, not skewed on the angle.
trigonometry 3d
asked Jan 27 at 4:05
MattsMatts
1011
$endgroup$
I'm wondering if there's a mathematical way to work out the 3D measurements on a 2D plane if given the 2D dimensions of an object like a box. If the object is rotated and this translates to 13º on a 2D plane, given the other measurements in the object is it possible to work out where the other points are located. I'm thinking that it's also necessary to have the angle of view of the object. It doesn't really matter what this angle is. The aim is to create a formula that would take the 3 sides and combine them realistically as a 3D object. Is it possible to work it out the points using trigonometry? I was attempting this, but not sure how to translate it into 2D. The 75 on the spine is what it would be as a 2D rectangle, not skewed on the angle.
trigonometry 3d
trigonometry 3d
asked Jan 27 at 4:05
MattsMatts
1011
asked Jan 27 at 4:05
MattsMatts
1011
asked Jan 27 at 4:05
MattsMatts
1011
asked Jan 27 at 4:05
MattsMatts
1011
asked Jan 27 at 4:05
MattsMatts
1011
1011
add a comment |
add a comment |
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