Example sentences of "[prep] [noun] it be to [be] " in BNC.
Next page| No | Sentence |
|---|---|
| 1 | Of course it is to be remembered here that we are concerned with a grave threat to the national economy . |
| 2 | The great bulk of population movement occurred independently of Moscow in the years 1917–22 , but after the end of NEP it was to be strictly enforced , and took place on a vast scale again . |
| 3 | Legacies and trusts are the same : if there is any deficiency in the law of legacies it is to be supplied from the law of trusts , and vice versa . |
| 4 | So the governing body has responsibility for the ethos of the school , for deciding what kind of school it is to be . |
| 5 | The option requires information on the media type ( as specified using option 9.5.0 ) , the type of copy it is to be used for , ( Primary or Secondary ) , and the state of the item . |
| 6 | In addition it was to be hoped that Max could come up with some fairly definite cause of death ; and it was even possible ( if only just ) that the surgeon might throw caution to the wind for once and volunteer a tentative approximation of the time it had actually happened . |
| 7 | Although the stanchions are in place it was to be a further 3 years before electrification was completed . |
| 8 | In design it was to be a narrow flight of steps descending a steep slope , partly below ground , that ended abruptly above the sea at a vertical plate-glass wall . |
| 9 | Each , it is true , has her own perspective : for France , it is about cocking a snook at the Americans , for Germany about playing the leading role in a superstate , for Italy about compensating for her chronic democratic weaknesses ; for others it is to be able to benefit from German largesse . |
| 10 | We do the same for the submatrix bordered by the first row and column , and so on , so that finally we reach the unit matrix as the canonical form for A. It is to be observed that , since in using elementary operations I ( i , j ) , I(k) , I(l) on A we are effectively at each stage multiplying together determinants neither of which vanishes , the reduction of A to I must be possible when A is on-singular . |