Example sentences of "for [adj] [noun] [noun sg] we " in BNC.
Next page| No | Sentence |
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| 1 | For each attainment target we have recommended statements of attainment and programmes of study at up to 10 levels . |
| 2 | Cos what we 're doing is going for each N tuple we go through each set of states here . |
| 3 | For each age group we evaluated a series of prediction models in which hypoxaemia was the dependent variable and selected predictor variables were added in a step wise manner with an inclusion rule of p <=0.05.; |
| 4 | Erm I think for some reasons Trudy we so a rogue in there , bridge assessment records , I applies to P Way . |
| 5 | For this allover pattern we are crossing two stitches over two instead of three stitches over three stitches . |
| 6 | If a person had been admitted to hospital for coronary heart disease we used the date of first admission as the incidence date . |
| 7 | After nine years exploring a new operation for large bowel disease we considered that it was time to take stock and objectively evaluate the merit of restorative proctocolectomy for ulcerative colitis , familial adenomatous polyposis , and functional bowel disorders . |
| 8 | Then for long distance use we may require garages where you can simply exchange a battery pack for a fully charged one which you slide into the car . |
| 9 | In summary , in a prospective study of healthy women presenting for artificial insemination treatment we observed that increasing waist-hip ratio was negatively associated with the probability of conception per insemination cycle , before and after adjustment for age , fatness , cycle characteristics , smoking , parity , degree of infertility , and partner . |
| 10 | That was a very interesting academic lecture , but it was absolutely meaningless because I have already said that if there was a market for thin slab production we would welcome that . |
| 11 | This must be equal to the integral over the surface were v is the velocity and — the density ; n is the outward normal to the surface S which enclosed V. By Gauss 's theorem we may write and hence Since this must be true for any volume element we have the equation of continuity The conservation of momentum in continuum mechanics relates the rate of change of the momentum integrated over a volume V to the resultant of the forces on that volume . |