(36%) Problem 5: You are looking at a puppy, 1 meter behind you, in a 3-cm-tall...

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(36%) Problem 5: You are looking at a puppy, 1 meter behind you, in a 3-cm-tall planar mirror. You are holding the mirror 20 cm in front of you. 11% Part (a) How far from the mirror is the puppy? (Answer in cm.) d(puppy to mirror) = || () b cm d g h 7 8 ^^4 * 10 5 9 HOME 10 6 1 2 3 - j k m + 0 n P S O BACKSPACE END DEL CLEAR Submit Hint Feedback I give up! GDP SALS 11% Part (b) How far behind the mirror is the image of the puppy? (Answer in cm.) A 11% Part (c) Let's take the looking glass world perspective of the mirror to figure out how much of the puppy we can see in the mirror. Draw this on paper as an opening problem with the image of the puppy as the object and the mirror as an opening. How far is the image of the puppy from you, the observer? (Answer in cm.) A 11% Part (d) Your diagram should have two triangles on it, a large triangle and a smaller inset triangle. What is the horizontal length of the smaller inset triangle? (Answer in cm.) 11% Part (e) What is the vertical length of the smaller inset triangle? (Answer in cm.) A 11% Part (f) If H is the height of the puppy you can see in the mirror (assume that the puppy's image is centered on the mirror and you can't see its entire image), what is a valid equation for these two triangles. (H and all other lengths are in cm.) 11% Part (g) How much vertically of the puppy can you see in the mirror? (Answer in cm.) A 11% Part (h) If the puppy moved towards you: 11% Part (i) If you kept the mirror in place, but moved yourself closer to the mirror, (36%) Problem 5: You are looking at a puppy, 1 meter behind you, in a 3-cm-tall planar mirror. You are holding the mirror 20 cm in front of you. 11% Part (a) How far from the mirror is the puppy? (Answer in cm.) d(puppy to mirror) = || () b cm d g h 7 8 ^^4 * 10 5 9 HOME 10 6 1 2 3 - j k m + 0 n P S O BACKSPACE END DEL CLEAR Submit Hint Feedback I give up! GDP SALS 11% Part (b) How far behind the mirror is the image of the puppy? (Answer in cm.) A 11% Part (c) Let's take the looking glass world perspective of the mirror to figure out how much of the puppy we can see in the mirror. Draw this on paper as an opening problem with the image of the puppy as the object and the mirror as an opening. How far is the image of the puppy from you, the observer? (Answer in cm.) A 11% Part (d) Your diagram should have two triangles on it, a large triangle and a smaller inset triangle. What is the horizontal length of the smaller inset triangle? (Answer in cm.) 11% Part (e) What is the vertical length of the smaller inset triangle? (Answer in cm.) A 11% Part (f) If H is the height of the puppy you can see in the mirror (assume that the puppy's image is centered on the mirror and you can't see its entire image), what is a valid equation for these two triangles. (H and all other lengths are in cm.) 11% Part (g) How much vertically of the puppy can you see in the mirror? (Answer in cm.) A 11% Part (h) If the puppy moved towards you: 11% Part (i) If you kept the mirror in place, but moved yourself closer to the mirror,