For a patient with RX 1.75 -0.50 x 120 +2.00 ADD in a trifocal, what is the RX through the intermediate portion?

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Multiple Choice

For a patient with RX 1.75 -0.50 x 120 +2.00 ADD in a trifocal, what is the RX through the intermediate portion?

Explanation:
In a trifocal, the three viewing zones share the same cylindrical correction but use different spherical powers: distance, intermediate, and near. The cylinder and its axis stay the same across zones, while the sphere changes by the amount allocated to that zone. Here, the distance Rx is +1.75 diopters with a -0.50 diopter cylinder at 120 degrees. For the intermediate zone, we use the intermediate power by reducing the distance sphere by 2.50 diopters (this design convention yields the intermediate sphere of +1.75 − 2.50 = −0.75). The cylinder remains -0.50 and the axis stays at 120 degrees. So the Rx through the intermediate portion is −0.75 −0.50 ×120.

In a trifocal, the three viewing zones share the same cylindrical correction but use different spherical powers: distance, intermediate, and near. The cylinder and its axis stay the same across zones, while the sphere changes by the amount allocated to that zone.

Here, the distance Rx is +1.75 diopters with a -0.50 diopter cylinder at 120 degrees. For the intermediate zone, we use the intermediate power by reducing the distance sphere by 2.50 diopters (this design convention yields the intermediate sphere of +1.75 − 2.50 = −0.75). The cylinder remains -0.50 and the axis stays at 120 degrees. So the Rx through the intermediate portion is −0.75 −0.50 ×120.

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