"This is just one illustration. Anything that has to do with ratios is going to encounter logarithms."
"Maybe long term, classrooms could be 50/50 or 60/40, or at least 75/25."
"Command over ratios and fractions makes quant a breeze."
"These are all important ratios that the CFOs use to analyze the company."
"The ratios are going up and the percentages are higher, there could be like three announcements tomorrow."
"The raw information I couldn't tell you what I can tell you is that ratios between these measurements are where we can get interesting information."
"Logarithms can be used to express or view large variations in ratios on a reasonable scale."
"The divine proportion is a very, very particular ratio that is at the basis of all sacred geometry."
"You don't want to hold it at one to one, you want it to be two to one or three to one or even higher."
"It’s all about ratios, and though it often seems a little freaky, we can mimic the effect of any real color using just these three in controlled amounts."
"There are no numbers in nature, but there are ratios and proportionalities."
"Equivalent ratios: 9 to 12 can be reduced to 3 to 4."
"Equivalent ratios: 3 to 6 is the same as 1 to 2."
"Fibonacci ratios are essential for retracement and extension."
"This leg is equal to this, width three is usually 161.8 percent."
"Ratio in proportion is a major idea in mathematics."
"You will see several ratios rates proportions units questions on every single test."
"This has a revised CVT with different ratios, a lower first physical gear, and it also offers up to eight manual modes via the paddle shifters."
"The current ratio is one of the best known and most widely used liquidity ratios."
"Financial analysts use financial ratios to analyze a company's liquidity and activity."
"Financial ratios are used to analyze and monitor a firm's performance."
"You don't want to take the average of the ratios; you do want this weighting."
"It's three parts sand to one part lime."
"In the world of physics, it's not individual parameters that usually are important, it's ratios of parameters that become important."
"Knowing your ratios is critical to understand if a stock makes economic sense to invest in."
"Frequencies that are related by nice whole number ratios seem to sound nice together."
"We compute ratios; we scale your profits, your investment, whatever number you want to compare, to something that companies have in common."
"More often than not, ratios are written in their simplest terms."
"What's really interesting about this is not the series itself but the ratios that are inside those numbers."
"My hope is I can give you a few simple clear tips about ratios that will make them feel more comfortable."
"A ratio is always going to describe the relationship between two things."
"For whatever divine reason, these ratios, these percentages, they work."
"You've heard me talk before about ratios, right? The ratios of your greens and browns and when you want to get a pile going fast, it's really important to get those just right."
"There are no numbers in nature; those are ratios and proportionality."
"Because we are dealing with a 45-45-90 degree triangle here, the ratio is 1:1:√2."
"Ratios maintain the precise relationship between two integers."
"The net stable funding ratio estimate for Barclays is lower than one, it's approximately 90 percent."
"Trigonometry relates an angle to actually a ratio of y over one or the opposite over the hypotenuse."
"Return on equity is presented as the product of some important financial ratios."
"Baker's percentages are just a way of normalizing a recipe to the amount of flour that you use."
"A geometric progression is where you've got a common ratio between each term of the sequence."
"The ratio of the long axis versus the intermediate axis, and the ratio of the intermediate axis versus the short axis, describes and distinguishes the different shapes of the strain ellipsoid."
"Clustering coefficient is just the ratio of those closed triangles to the total number of possible triangles."
"Three dB corresponds to a ratio of two to one; 6 dB corresponds to a ratio of four to one; and 10 dB corresponds to a ratio of ten to one."
"Sine is the ratio of the opposite side over the hypotenuse, and cosine is the ratio of the side adjacent to the angle over the hypotenuse."
"This problem seems like it involves ratios, and if we're talking about ratios, then we're likely going to be talking about proportions."
"This same proportion, this same ratio will be the same ratio in terms of the school."
"Since tan a is sin a over cos a, I can write tan a is equal to 15 over 36."
"These are what we call the trigonometric ratios."
"Atoms chemically combine in definite whole number ratios to form chemical compounds."
"Two variables have a proportional relationship if their respective values are always in the same ratio."