Mirror Image Short Story Questions And Answers __FULL__
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The portion of the surface of the mirror that is not reflecting the image is a flat, reflecting plane, and has the same area as the area of the object. The image is therefore reduced in size by the ratio of the areas of the mirror and object, but the image is not virtual. A person standing in front of a flat mirror can see that he or she is going to be reflected in the mirror, so this is not true.
Since convex mirrors act as two mirrors, the height of the object in the image is equal to two times the height of the object in the object. But since these two mirrors are just one, the width of the object in the image is equal to one and one half the width of the object in the object. Since the mirror's reflection of the object is virtual, convex mirrors always produce virtual images. Draw a ray diagram to convince yourself that this is true. A plane mirror's reflection of an object is also virtual, but does not have the same width as the object itself. The width of the plane mirror's reflection is equal to the length of the object.
Since a convex mirror is like two flat mirrors, the height of the object in the image is equal to two times the height of the object in the object. But since these two flat mirrors are just one, the width of the object in the image is equal to one and one half the width of the object in the object. Since the reflection of the object is virtual, convex mirrors always produce virtual images. Draw a ray diagram to convince yourself that this is true. A plane mirror's reflection of an object is also virtual, but does not have the same width as the object itself.
Mirror images are created by reflecting rays of light. When light enters a convex mirror, it is reflected off both of the surfaces of the mirror. This is the same as having a total of two mirrors instead of just one.
A convex mirror is like two flat mirrors, one behind the other. When light enters a convex mirror, it is reflected off both surfaces of the mirror. This is the same as having a total of two flat mirrors instead of one.
The OP is expecting to find the equations of the mirror image of a parabola; the parabola is defined by a function $f(x)=kx^2$ and $k$ is a positive constant. The image of a point $P$ is also on the parabola.
The function $f(x)$ is defined for all values of $x$ except $x=0$ and $x=1$; the values [1_TEXT]$ and $1$ are the image of $P$ and the reflection point $Q$ respectively (Figure 1). If $P$ is situated at $(x_0,y_0)$, then the equation of the parabola is $(x-x_0)^2+(y-y_0)^2=f(x)=kx^2$; the image of $(x_0,y_0)$ is then $(x_0,y_0)$. The image of $(x_0,y_0)$ is $(x,f(x_0)-x_0f(x))$ so that the equation of the mirror image of the parabola is
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