A camera is supplied with two interchangeable lenses, whose focal lengths are 21.0 and 150.0 mm. A woman whose height is 1.70 m stands 8.60 m in front of the camera. What is the height (including sign) of her image on the image sensor, as produced by (a) the 21.0-mm lens and (b) the 150.0-mm lens?
We know that the image magnification is given by
M = v/u
H = f/f+u * H0
H = 4.14 mm
B) With 150 mm lense
H = 29.14 mm
A camera is supplied with two interchangeable lenses, whose focal lengths are 21.0 and 150.0 mm....
A camera is supplied with two interchangeable lenses, whose focal lengths are 38.0 and 110.0 mm. A woman whose height is 1.77 m stands 8.10 m in front of the camera. What is the height (including sign) of her image on the image sensor, as produced by (a) the 38.0-mm lens and (b) the 110.0-mm lens?
Interactive Solution 26.117 offers help in modeling this problem. A camera is supplied with two interchangeable lenses, whose focal lengths are 35.0 and 150.0 mm. A woman whose height is 1.80 m stands 10.00 m in front of the camera. What is the height (Including sign) of her image on the film, as produced by each of the following. (a) the 35.0 mm lens (b) the 150.0 mm lens
Consult Interactive Solution 26.51 to review the concepts on which this problems depends. A camera is supplied with two interchangeable lenses, whose focal lengths are 37.0 and 140.0 mm. A woman whose height is 1.73 m stands 8.10 m in front of the camera. What is the height (including sign) of her image on the image sensor, as produced by (a)the 37.0-mm lens and (b) the 140.0-mm lens?
A camera has a lens of 150.0 mm. A woman whose height is 1.60 m is being photographed from a distance of 8.00 m. [No picture required) (a) What is the height of the woman's image on the camera's image sensor? Put your answer in mm. (b) Is the image inverted or upright?
Two thin lenses with a focal length of magnitude 21.0 cm, the first diverging and the second converging, are located 15.8 cm apart. An object 2.00 mm tall is placed 35.0 cm to the left of the first (diverging) lens. A) How far from this first lens is the final image formed? B)Is the final image real or virtual? C) What is the height of the final image? in cm.
Two converging lenses with focal lengths of 20 cm and 10 cm are 105 cm apart. A 4.0 cm -tall object is 25 cm in front of the 20 cm -focal-length lens. (a) Calculate the final image position from the object. (b) Calculate the image height.
An object 3.3 mm high is on the optical axis of two lenses with focal lengths f1 = +5.0 cm, f2 = +10 cm. The object is 6.4 cm to the left of the first lens, and the second lens is 32 cm to the right of the first lens. Find the position (relative to the second lens) and the size of the final image by calculation.
An object 4.0 mm high is on the optical axis of two lenses with focal lengths f1 = +5.0 cm, f2 = +10 cm. The object is 6.5 cm to the left of the first lens, and the second lens is 31 cm to the right of the first lens. Find the position (relative to the second lens) and the size of the final image by calculation?
The focal lengths of the converging and diverging lenses in the diagram are 9 and -11 cm, respectively. The distance between the lenses is 24 cm and the object is placed 12 cm to the left of the converging lens. Determine the location of the first Image with respect to the first lens (including the sign) 91= cm. Find the magnification of this image Mi= Determine the second object distance, P2= cm. Determine the second (final) image distance with respect...
Two thin lenses with a focal length of magnitude 21.0 cm, the first diverging and the second converging, are located 15.8 cm apart. An object 3.50 mm tall is placed 35.0 cm to the left of the first (diverging) lens. 1)How far from this first lens is the final image formed? Express your answer in centimeters. 2)Is the final image real or virtual? 3)What is the height of the final image? Express your answer in millimeters. 4)Is it upright or...