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The same way that you count any other number.
Equivalent RatesThe Equivalent Rates calculation is used to find the nominal annual interest rate compounded n times a year equivalent to a given nominal rate compounded m times per year.Two nominal rates with different compounding frequencies are equivalent if they yield the same amount of interest per year (and hence, at the end of any period of time).Input• nominal annual rate for the given rate• compounding frequency for the given rate• compounding frequency for the equivalent rateResults• equivalent nominal annual rate• equivalent periodic rateExample•A bank offers 14.75 % compounded annually.What would be the equivalent rate compounded monthly?InputGiven nominal annual rate:14.75 %Compounding frequency for given rate:annuallyCompounding frequency for equivalent rate:monthlyResultEquivalent nominal annual rate:13.8377 %Answer: 13.8377%.
12, if you count reflections as the same figure.
Yes,because when you count the sides angles and vertices it's all the same
If they all count the same, that's 67% right.
No. Microfiber thread count cannot be compared to the thread count in cotton. A 1500 thread count bed sheet of Microfiber might not be half as heavy in weight or thick enough as a 600 thread count cotton sheet, but it will be far softer than a cotton 600 count. It is similar to comparing apples and oranges. Microfiber has a thread count of it's own and tends to remain thinner, although it gets softer, with higher thread counts. Cotton on the other hand, tends to get thicker and heavier as the thread count goes higher, so a 1500 count sheet in cotton might weigh like a blanket.
They are both the same thread. They are both calling out a British Parallel Pipe thread. Please do not assume that this is the same as the standard North American pipe thread, as it is not close to the same.
If cotton and silk threads are spun and woven in the same manner
No. Nominal interest rate is the rate before adjustments for inflation.
They are the same.
Well, it is very similar but, no. It's not the same.
A PTF thread is the same as a NPT thread except that it has one thread less at the small diameter end. It is used when there are space (depth) considerations.
No.
it's spelled the same, 'textile'
Different fabric woven to different pattern and design, such as plain organization show grain, twill organization show twill pattern, and stain organization show float long line. Organization expect to effect the outside pattern, and it's also effect the textile style and fabric's inner quality etc. such plain fabric strong, stain fabric smoothness and even and having gloss and soft on surface. Woven fabric density is textile weft and warp direction's unit length of the yarn count. Fabric density will effect such as strength/ flexible/ touch/ bone/ breathable and weaving breakage etc. thread count big, textile will be tighten/ stiff/ durable/ strong, thread count small , textile thin/ soft/ breathable great. Same density fabric adopt different yarn, thus fabric actual density will have difference. On the comparison of textile density, must considering the fineness of yarn and density, this is tighten degree, tighten degree is fabric's relative density, is warp(weft) yarn diameter to next two warp(weft) yarn average center distant ratio, using percentage express. More bigger on the ginwave tighten degree, the fabric stiffness bigger, creasing property decrease, anti plane abrasion property increase, anti foldable property decrease, touching harder, and tighten degree small, textile too scarce, and lack of bone. Must point out, textile 's warp tighten degree and warp tighten degree, total tighten degree interaction to each other; total tighten degree to some extent, warp and weft in the same tighten degree, the fabric more tighten, stiffness bigger; however warp bigger than weft , the fabric will be soft and great pendency. Warp and weft different in tighten degree will effect the fabric's ginwave breaking strength. By YULONG tex
no
One possible opposite of a numerical scale is a "nominal" scale. In the study of statistics, we use four "scales of measurement": nominal; ordinal; interval; ratio. The "nominal," scale, which simply names categories, is, in a sense, non-numerical. On "nominal" scales, people or objects with the same attribute are assigned the same scale-value. Examples of categories on nominal scales are ethnicity, gender, marital status, styles of housing, models of cars. For example, a nominal scale of "marital status" might be numbered as follows: 1. Single, never married. 2. Single, previously married. 3. Married. Although we may count the number of people (or items) in each category, the numerals assigned to the "nominal" scale have no 'numeric' meaning in the way that we usually think about numbers. On that view, a nominal scale may be said to be non-numerical and, therefore, the opposite of a numerical scale. Actually, integers form a subset of numbers, not the other way around.