| Front | Back | 
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								In MRI the role of Fourier Transform is to:									 | 
								Change the MR signal into an image									 | 
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								The source function in MRI is a plot of:									 | 
								Intensity vs time									 | 
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								The Fourier transformation of a spin echo results in information in the:									 | 
								Frequency domain									 | 
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								In the spatial frequency Domain, sharp-edged objects:									 | 
								Contain high frequency									 | 
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								Fourier transformation of symmetric spin echo will result in:									 | 
								An imaginary part equal to zero									 | 
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								Optimum sampling of an MR signal requires that									 | 
								At least twice a cycle									 | 
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								The result of Fourier Transform in MRI is called an/an									 | 
								Object, hertz									 | 
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								In MRI smooth objects are represented by:									 | 
								Low frequencies									 | 
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								Slice selection during MRI imaging requires a magnetic field gradient and:									 | 
								A shaped RF pulse									 | 
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								MR signals received from moving tissues, e.g. flowing blood:									 | 
								Contains non-zero imaginary parts when Fourier transformed									 | 
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								In MRI sampling the process of:									 | 
								Changing the MR signal from continuous to discrete									 | 
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								Aliasing in MR imaging results in the appearance of:									 | 
								A wrapped objects									 | 
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								If the symbol FT stands for Fourier transform, the symbol FT-1 stands for:									 | 
								Inverse Fourier transform									 | 
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								The Fourier transformation of an MRI signal results in a function that is a plot of:									 | 
								Intensity vs 1/time									 | 
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								To truncate an MR signal is to:									 | 
								Chop of the frequency range abruptly									 |