What is the prescription represented by the total optical cross?

Prepare for the Certified Paraoptometric Assistant (CPOA) Exam. Study with extensive flashcards and multiple choice questions with explanations. Enhance your skills and knowledge to succeed.

Multiple Choice

What is the prescription represented by the total optical cross?

Explanation:
The total optical cross shows the powers in the two principal meridians: horizontal (0/180) and vertical (90). With a cylinder axis at 180, the cylinder’s power is applied in the 90-degree meridian, so the horizontal power equals the sphere, and the vertical power equals sphere plus cylinder. For the given prescription, the horizontal power is +2.00, and the vertical power is +2.00 + (-1.00) = +1.00. So the total optical cross corresponds to +2.00 in the 0/180 meridian and +1.00 in the 90 meridian, i.e., +2.00 -1.00 x 180. The other options would yield different horizontal/vertical powers and thus different crosses.

The total optical cross shows the powers in the two principal meridians: horizontal (0/180) and vertical (90). With a cylinder axis at 180, the cylinder’s power is applied in the 90-degree meridian, so the horizontal power equals the sphere, and the vertical power equals sphere plus cylinder.

For the given prescription, the horizontal power is +2.00, and the vertical power is +2.00 + (-1.00) = +1.00. So the total optical cross corresponds to +2.00 in the 0/180 meridian and +1.00 in the 90 meridian, i.e., +2.00 -1.00 x 180. The other options would yield different horizontal/vertical powers and thus different crosses.

Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy