If the x-coordinate of a point on the left-side photograph in 1st quadrant is 19.30cm and the x-coordinate of the same point on the right-side photograph in 2nd quadrant is 13.74cm, the absolute parallax of the point is- 5.56cm 33.04cm 55.60cm 3.304cm
Question
If the x-coordinate of a point on the left-side photograph in 1st quadrant is 19.30cm and the x-coordinate of the same point on the right-side photograph in 2nd quadrant is 13.74cm, the absolute parallax of the point is- 5.56cm 33.04cm 55.60cm 3.304cm
Solution
The absolute parallax of a point can be calculated by taking the absolute difference between the x-coordinates of the same point in two different photographs.
Here are the steps to calculate the absolute parallax:
Step 1: Identify the x-coordinates of the point in the two photographs. In this case, the x-coordinate on the left-side photograph (1st quadrant) is 19.30cm and on the right-side photograph (2nd quadrant) is 13.74cm.
Step 2: Subtract the smaller x-coordinate from the larger one. The absolute value of the difference is the absolute parallax.
So, the calculation would be:
Absolute Parallax = |19.30cm - 13.74cm|
= |5.56cm|
So, the absolute parallax of the point is 5.56cm.
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