MCQOPTIONS
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MCQOPTIONS
| 1. |
Length of the line considered in case of determining scale of tilted photograph can be determined by ____________ |
| A. | \(L = \sqrt{(X_a+X_b)^2/(Y_a+Y_b)^2}\) b) \(L = \sqrt{(X_a+X_b)^2+(Y_a+Y_b)^2}\) c) \(L = \sqrt{(X_a+X_b)^2*(Y_a+Y_b)^2}\) d) \(L = \sqrt{(X_a+X_b)^2-(Y_a+Y_ |
| B. | ^2/(Y_a+Y_b)^2}\) b) \(L = \sqrt{(X_a+X_b)^2+(Y_a+Y_b)^2}\) |
| C. | \(L = \sqrt{(X_a+X_b)^2*(Y_a+Y_b)^2}\) |
| D. | \(L = \sqrt{(X_a+X_b)^2-(Y_a+Y_b)^2}\) |
| Answer» C. \(L = \sqrt{(X_a+X_b)^2*(Y_a+Y_b)^2}\) | |