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4. The double meridian distance of the last course of closed traverse is numezically equal to the a) latitude of the course itself with its sign reversed b) departure of the course itself c) either the latitude or departure of the course, with the opposite sign d) departure of the course posite sign e) departure of the succeeding course plus the ure of the course itself but itself, but with the op- depart- 5. The assumption made in using the Trapezoidđal Rule is that the ends of the offsets in the boundary line are sumed to be connected by a) curved 1ines which forms a series of triangles b) straight lines forming a series of trapezoids c) parabolic lines forming a series of trapezoids and triangles d) concave or convex lines forming a series of regular geometric figures e) broken which forms a trapezoids, and rectangles of triangles, lines series Third Rule is based on Simpson's One that the curved boundary consists of parabolic arcs, each arc is continuous over three adjacent offsets that are equally spaced. Because of this assumption, only applicable when there is 6. the assumption where the rule is a) an even number of offsets b) either an odd or an even c) an equal number of odd and even offsets d) a predominance of even numbered offsets e) an odd number of offsets number of offsets

4. The double meridian distance of the last course of closed traverse is numezically equal to the a) latitude of the course itself with its sign reversed b) departure of the course itself c) either the latitude or departure of the course, with the opposite sign d) departure of the course posite sign e) departure of the succeeding course plus the ure of the course itself but itself, but with the op- depart- 5. The assumption made in using the Trapezoidđal Rule is that the ends of the offsets in the boundary line are sumed to be connected by a) curved 1ines which forms a series of triangles b) straight lines forming a series of trapezoids c) parabolic lines forming a series of trapezoids and triangles d) concave or convex lines forming a series of regular geometric figures e) broken which forms a trapezoids, and rectangles of triangles, lines series Third Rule is based on Simpson's One that the curved boundary consists of parabolic arcs, each arc is continuous over three adjacent offsets that are equally spaced. Because of this assumption, only applicable when there is 6. the assumption where the rule is a) an even number of offsets b) either an odd or an even c) an equal number of odd and even offsets d) a predominance of even numbered offsets e) an odd number of offsets number of offsets

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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4. The closed traverse is numerically equal to the double meridian distance of the last course of a a) latitude of the course itself with its sign reversed b) departure of the course itself c) either the latitude or departure of the course, with the opposite sign d) departure of the course posite sign e) departure of the succeeding ure of the course itself but itself, but with the op- course plus the depart- The assumption made in using the Trapezoidđal the ends of the offsets in the boundary 1ine are 5. Rule is that as- sumed to be connected by a) curved lines which forms a series of triangles b) straight lines forming a series of trapezoids c) parabolic lines forming a series of triangles d) concave geometric figures e) broken trapezoids, and rectangles trapezoids and or convex lines forming a series of regular lines which forms a series of triangles, Third Rule is based on Simpson's that the curved boundary consists of parabolic arcs, each arc is continuous over three adjacent offsets that are equally spaced. only applicable when there is 6. One the assumption where Because of this assumption, the rule is a) an even number of offsets b) either an odd or an even c) an equal number of odd and even offsets d) a predominance of even numbered offsets e) an odd number of offsets number of offsets 7. deter- known The planimeter is a mechanical mining scale. Its design is based on the principle that the amount the roller turns is a measure of the area device used for the area of any shape of figure plotted to a a) included within the perimeter traced b) excluded from the perimeter of the traced figure c) of the figure divided by two d) included within the traced figure after it is multi- plied by a predetermined factor of the planimeter e) of the traced figure multiplied by two
Transcribed Image Text:4. The closed traverse is numerically equal to the double meridian distance of the last course of a a) latitude of the course itself with its sign reversed b) departure of the course itself c) either the latitude or departure of the course, with the opposite sign d) departure of the course posite sign e) departure of the succeeding ure of the course itself but itself, but with the op- course plus the depart- The assumption made in using the Trapezoidđal the ends of the offsets in the boundary 1ine are 5. Rule is that as- sumed to be connected by a) curved lines which forms a series of triangles b) straight lines forming a series of trapezoids c) parabolic lines forming a series of triangles d) concave geometric figures e) broken trapezoids, and rectangles trapezoids and or convex lines forming a series of regular lines which forms a series of triangles, Third Rule is based on Simpson's that the curved boundary consists of parabolic arcs, each arc is continuous over three adjacent offsets that are equally spaced. only applicable when there is 6. One the assumption where Because of this assumption, the rule is a) an even number of offsets b) either an odd or an even c) an equal number of odd and even offsets d) a predominance of even numbered offsets e) an odd number of offsets number of offsets 7. deter- known The planimeter is a mechanical mining scale. Its design is based on the principle that the amount the roller turns is a measure of the area device used for the area of any shape of figure plotted to a a) included within the perimeter traced b) excluded from the perimeter of the traced figure c) of the figure divided by two d) included within the traced figure after it is multi- plied by a predetermined factor of the planimeter e) of the traced figure multiplied by two
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