Example sentences of "[letter] is called [art] [noun sg] " in BNC.
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1 | If unc and if f : unc is such that af = a for all a in A then f is called the inclusion function of A in B. If f : unc is such that af = a for all a ε A then f is called the identity function on A. |
2 | The numeric value f is called the fraction or mantissa , and the scaling factor e is called the exponent . |
3 | If unc and if f : unc is such that af = a for all a in A then f is called the inclusion function of A in B. If f : unc is such that af = a for all a ε A then f is called the identity function on A. |
4 | The tensors U and V are called the right and left stretch tensors respectively and R is called the rotation tensor . |
5 | In this case set B is called a subset of A and we write B c A This means " B is contained in A " . |
6 | Usually b is called the impact parameter . |
7 | The height of the curve at any point on the dimension axis x is called the probability density of that particular value . |
8 | The height of the curve at any point on the dimension axis x is called the probability density of that particular value . |
9 | The test of the null hypothesis , H is called a test of the ‘ unbiasedness property ’ of rational expectations . |
10 | The numeric value f is called the fraction or mantissa , and the scaling factor e is called the exponent . |
11 | The analogy has led to the definition of a quantity ν T such that ν T is called the eddy viscosity . |
12 | Secondly Definition 1.9.13 Let f = unc Then n is called the degree of f . |
13 | The power n is called the exponent of y . |
14 | Definition 1.3.5 ( i ) If u ε Z is such that unc ( in Z ) then u is called a unit . |
15 | Definition 1.9.3 ( cf. 1.3.5 ) ( i ) If u ε q[x] is such that u\1 then u is called a unit . |
16 | The point P is called the saturation point , beyond which |
17 | The interest on a fixed-rate CD is calculated exactly as in ( 4.1 ) above , where d is called the coupon rate on the CD . |
18 | A is called the domain of f . |
19 | When a number is re-expressed in this way , y is called the logarithm of X . |
20 | The selected element c is called a prototype for C. The intensional descriptions which we shall come across do not involve prototypes . |