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Q: How many prism diopters per degree?
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Related questions

How many edges are there on 2 triangular prism?

5 faces, 9 edges per prism


How many vertices per base does a nonagonal prism have?

9


How many diagonals per vertex does a hexagonal prism have?

33


How many vertices per base does a pentagonal prism have?

5


How many vertices per base does an octagonal prism have?

A prism with an n-sided base will have 2n vertices, n + 2 faces, and 3n edges.


How many diagonals per vertex does a pentagonal prism have?

The number of diagonals per vertices can be found by taking n(number of sides) minus 3, or n-3. Thus a pentagonal prism will have 5 sides per base, making the formula 5-3=2. There are 2 diagonals per vertex in a pentagonal prism. Source: My math teacher


How many thousand is in one degree?

about 0.0175 per inch


How do you find the slope of a roof on a rectangular prism?

Divide the shapes, so you're left with a triangular prism, and a rectangular prism. Calculate the slope of the triangle as per usual.


How many angles triangles circles and rectangles are in a rectangular prism?

In a rectangular prism, there are 8 corners, or vertices. each corner has 3 dimensions, so there would be 3 angles per corner, for a grand total of 24 angles. There are no triangular or circular faces on a rectangular prism. There are 6 rectangular faces.


Convert watts per meter squared deg c to btu per hr deg f?

To convert watts per meter squared per degree Celsius to BTU per hour per degree Fahrenheit, you can use the following conversion factors: 1 Watt per meter squared per degree Celsius = 0.317 BTU per hour per foot squared per degree Fahrenheit.


How many mm in a degree per meter?

Well, darling, there are 1,000 millimeters in a meter, and a degree is a unit of measurement for angles. So, technically speaking, there are 1,000 millimeters in a degree per meter. But honey, who really measures angles in millimeters anyway?


How many mm is 1 degree of rise?

A degree is an angular measure and cannot be measured in millimetres. A 1 degree rise can be interpreted as a ratio of a rise (in millimetres) per a distance of horizontal displacement.