A 1.50-cm-high object (upright arrow) is placed 20.0 cm from a concave mirror with radius of curvature 30.0 cm. Determine (a) the position & (b) the size of the image. Construct a ray-diagram for the image formation of this object on the concave mirror by using appropriate scale.
Gives
"d_0=20cm,f=\\frac{R}{2}=\\frac{30}{2}=15m"
"d_i=?"
"\\frac{1}{d_0}+\\frac{1}{d_i}=\\frac{1}{f}"
"\\frac{1}{20}+\\frac{1}{x}=\\frac{1}{15}"
"3x+60=4x"
"x=60cm"
The image of distance(x)=60cm
The image is 3 times as far from the mirror as the object so it Will be 3times as large or
r=4.5cm tall.
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