Just by the side of the driver of a bus or lorry which is named as rear view mirror.
you might find them i desert
The convex lenses can be used in magnifying glasses. They are thicker in the center than in the edges. They are also used in the glasses of those affected with farsightedness. The shape of the lenses used for our eyes is also convex so as to allow it to fit snugly into the eye in shape.
Clench your left hand and look in the mirror. Your head is directly in line with the head in the mirror. Your feet are directly opposite your feet in the mirror. Your clenched fist is directly opposite the fist in the mirror, your open hand is directly opposite the open hand in the mirror. If you put your fist to the mirror, the image puts its fist out to meet it. You would be surprised if it moved the other hand instead. Comments: I think the question meant "in the plane mirrors". Plane mirrors are flat mirrors. Also, the answer is not complete: 1) the mirror does reverse the object, but only in the direction perpendicular to the mirror surface. That information is in the answer, but it's not made very clear. 2) The image does seem to be left right reversed, despite this. This is because of the "psychology of visual perception", and not "physics". We find it hard to "see" our image as reversed front to back. So that means we perceive the image as reversed left to right, with front and back unchanged.
post a complete thought and you might get an answer
I'm guessing this questioner meant "Why do mirrors reverse, etc."That's the well known phenomenon of "lateral inversion" of the image in a flatmirror.This is the basic explanation:1) The mirror reverses the object in the direction perpendicular to the surface of the mirror. That's all it does. The mirror has no effect on left and right or on up and down.2) However, we usually find it hard to notice this "front to back" inversion. That results in us "seeing" the image as reversed from left to right.
A convenience store
since the convex mirror is curved outwards the the focus is behind the mirror
To find the focal point of a convex mirror, you can use the formula: f = R/2, where R is the radius of curvature of the mirror. The focal point of a convex mirror is located behind the mirror, at a distance equal to half the radius of curvature.
Yes possible. If we place an object somehow close to the mirror and observe the image. If the image is of the same size as that of the object then it is a PLANE mirror If the image is magnified and erect, then it will be a concave mirror If the image is dimisnished then the mirror is convex in nature.
Not sure about mirrors but convex and concave lenses are used to treat conditions such as long/short sightedness.
You would typically find a convex mirror in applications such as security mirrors in stores, hospitals, parking lots, and at intersections to provide a wide field of view and help eliminate blind spots. Convex mirrors are also used in vehicles as side mirrors to improve visibility for the driver.
I use a mirror with a slight convex curve - like the outside of a spoon, but a lot less bent. But it's hard to find a good one. If you fasten a flat mirror most places on a bicycle, the mirror image will shake around so you can't see it. Also, in a convex mirror, you can see more of the road. But if it's too much bent, too round, then the image is distorted and you can't judge where a vehicle in the mirror really is. The last mirror I bought was described as convex, but actually is flat, so I'm planning to get a piece of car mirror glass cut by a glazier to fit in the frame. That glass is just a little convex. Robert Carnegie, Scotland
convex and its b/c u can see all objects
You can find a white full length mirror at Walmart or Target. Also you might could find a while full length mirror at Marshall's and possibly The Christmas Tree Shop.
the answer is convex lens! to find this out you should know that concave lens are curved outward and convex lens are curved inward! i hope this helped and if it didn't i would like to apologize for not answering your question, now i bid a fine fairwell to all!
The convex of the microscope lens proved to be unhelpful as I still could not find Jupiter.
Using Snell's law, n(1)=(n(2) x sin angle (2)) / sin angle (1).n(1)= The refractive index of the more optically dense medium.n(2)= The refractive index of the less optically dense medium.angle (1)= The critical angle of the two mediums.angle (2)= 90 degrees since when light is at the critical angle it undergoes total internal reflection.Since sin 90= 1, this can be ignored, resulting in n(1)= n(2) / sin angle (1)