Final answer:
The physics question involves understanding the relationship between two forces T1 and T2, where T2 is greater than T1 due to vertical exertion, and utilizing trigonometry to calculate the magnitudes of various forces within a system.
Step-by-step explanation:
The student's question pertains to trigonometry and forces, specifically regarding angle T and how changes in this angle affect forces T1 and T2 in a physical system. The presence of trigonometric functions, angles, and references to figures implies this is a physics problem related to vector analysis in mechanics. When angle T is increased, the corresponding force T2 becomes greater than T1 as per the relationship given by the equation T2 = (1.225)T1. This is because the angles on either side are not equal, and since T2 is exerted more vertically, it's reasonable it ends up being greater than T1.
Using trigonometry, observers can deduce the magnitudes of other forces in the system, such as TL and TR, with given initial conditions or measurements. For instance, having the angle can help calculate the distance BC between two points using a tangent table, as mentioned of the provided materials. When decreasing the number of lines per centimeter by a factor, the corresponding angle for the x-order maximum remains the same as the original first-order maximum, as expressed in section 47 of the materials.