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hemianopia

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Blindness in one half of the visual field?

hemianopia


Which term describes blindness in half of the visual field?

hemianopsia


What condition is characterized by blindness in one-half of the visual field?

Hemianopia


What is contralateral homoymous hemianopia?

it is partial blindness that may result in blindness in the same visual field of both eyes


Is characterized by blindness in one-half of the visual field?

Possible stroke, or injury to the back of the head.


Who classification of blindness?

The World Health Organization (WHO) classifies blindness based on visual acuity and field of vision. According to this classification, blindness is defined as having a best-corrected visual acuity of less than 3/60 (20/400) in the better eye or a visual field of less than 10 degrees. Additionally, visual impairment is categorized into levels, including mild, moderate, severe, and profound, to aid in understanding and addressing the needs of individuals affected by vision loss.


Can glaucoma make me blind?

Yes. Glaucoma results in the narrowing of the visual field until it is gone rresulting in blindness.


What is the medical term that describes blindness in one half of the visual field?

Hemianopsia is the medical term meaning loss of half of the visual field.


What is onehalf of a quart and what is the answer from onehalf to pints?

One half of a quart is one pint.


What are the visual symptoms of tabes dorsalis?

Visual symptoms are quite common and include double vision, blurred vision, narrowed field of vision and finally blindness. The pupils are characteristically small and non-reactive to light.


Is -5.00 legally blind?

Legally blind criteria usually refer to visual acuity and visual field. A visual acuity of 20/200 or worse in the better eye with the best possible correction is one criteria, while a visual field of 20 degrees or less is another. While -5.00 is a measurement of refractive error (nearsightedness), it is not typically used to determine legal blindness.


Which is the area of this triangle?

The formula for the area of a triangle is: onehalf(b)(h) b:base and h:height For example: A triangle is 4 inches tall and 3 inches wide. What is the area of the triangle? Answer: onehalf(b)(h) onehalf(3)(4) onehalf(12) 6 So, the area of this particular triangle is 6 inches squared.