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And don't worry about hijacking the thread. If you have the question then odds are there's someone else out there with the same question ![]() That works pretty well as far as I can see
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Nikon D90 | Sony NEX-3 Nikkor 18-55 | Nikkor 70-300 | Nikkor 50 f/1.4D | Lensbaby 2.0 | Nikkor 85 f/1.8D | Nikkor 105 f/2.8 VR | Sigma 10-20 f/4-5.6 | Nikkor 10.5 f/2.8 Fisheye | Sony 16 f/2.8 | Sony 18-55 | 2xSB600 | Orbis Ring Flash Adapter My Flickr |
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To explain 4:3 = .75... Simply, 3 divided by 4 equals .75. The larger number is the width if the image is in landscape mode (the natural mode for most computer displays and the default orientation for most digital cameras). This essentially means that the height is .75 of the width. Example: if the width is 800, the the height of an image to fit into a 4:3 ratio image has to be 800 x .75 = 600. Or, showing up the numbers in the ratio; (800 [divided by] 4) x 3 = 600. to go the other way is a little more difficult: Here's how to convert .75 to a fraction... There is not much that can be done to figure out how to write .75 as a fraction, except to literally use what the decimal portion of your number, the .75, means. a) Since there are 2 digits in 75, the very last digit is the "100th" decimal place. So we can just say that .75 is the same as 75/100. b) The fraction is not reduced to lowest terms. We can reduce this fraction to lowest terms by dividing both the numerator and denominator by 25. Why divide by 25? 25 is the Greatest Common Divisor (GCD) or Greatest Common Factor (GCF) of the numbers 75 and 100. (I wont show the method of calculating the GCD/GCF here, as the quickest way using prime number decomposition will probably create more questions than answers.) c) So, this fraction reduced to lowest terms is 3/4. So your final answer is: .75 can be written as the fraction 3/4, which as a ratio is written as 4:3. If you can follow that, good. If not try Working with Ratios or this one Ratios.
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My flickr Photos. Hack & Repost to DPS allowed. Olympus Camedia C-170 4 Mpixel 6.1 mm f/2.8 Sony A100 + 50mm f1.4 / 100mm f2.8 MACRO / 18-70mm f/3.5-5.6 / 75-300mm f/4.5-5.6 |
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A big thank you to all that have responded to my dilemma. I think it is slowly getting into this old head of mine. I have copied everything and will go off in a corner, with pencil and paper in hand, and work out different combinations until I totally understand the whole process.
Again, thank you all, Arvid |
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I now have a red forehead
It all fits together so nicely when one knows what is going on. I now know that:My sensor size, 22.2x14.8mm=3888x2592 pixels=1.5=.6666=3:2=6x4 And, I can easily convert from one measurement to another. I also see why most people say “6x4” rather than 4x6 as I usually do. Again, thank you! Arvid |
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Glad you got it all figured out Arvid!
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Nikon D90 | Sony NEX-3 Nikkor 18-55 | Nikkor 70-300 | Nikkor 50 f/1.4D | Lensbaby 2.0 | Nikkor 85 f/1.8D | Nikkor 105 f/2.8 VR | Sigma 10-20 f/4-5.6 | Nikkor 10.5 f/2.8 Fisheye | Sony 16 f/2.8 | Sony 18-55 | 2xSB600 | Orbis Ring Flash Adapter My Flickr |
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Thanks for the info!
It helps clear things up some! I sent a few photos to the printer yesterday. Most came out how I thought they would, but a couple didn't, so I'm a work in progress! LOL BTW, thanks for moving it to the proper forum... I realized after the fact that I was in the wrong place. *Embarassed*
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Rebel XTi 18-55 Kit 50 /1.8 Canon 28-300 Sigma |
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A while back I scanned some old, square shots. Naturally, when they came back from the photo printer, they were badly cropped.
To fix: - open square image in photoshop - make sure background color is white (press D) - Image -> Canvas Size..., set width to "150" and units of width to "percent", click OK - should now have the square picture in the middle of two white bars, scaled perfectly for a 4x6 print. - send it off for prints. When the prints come back, trim the white areas off yourself The crop tool in photoshop also lets you select the dimensions before you select the area to crop. That way you can just plug in your print size and let PS worry about keeping the ratios right.
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