Example sentences of "we have got [letter] " in BNC.
Next page| No | Sentence |
|---|---|
| 1 | but now we 've got H equals sine L. |
| 2 | We can just put it in there , it 's two O two add now this time we 've got N equals six , six O a hundred and one times N added on , six O six , two six two six , okay ? |
| 3 | First of all we 've got N A M A managing the tri-national tornado product project and then we 've got N E F M A er handing the er Eurofighter , same notions as the division of Spain . |
| 4 | First of all we 've got N A M A managing the tri-national tornado product project and then we 've got N E F M A er handing the er Eurofighter , same notions as the division of Spain . |
| 5 | And what we 've got N here we 've selected as three and so we 've broken it up into three tuples because another rule in the method even though it can be broken is that each pixel can only go into one tuple . |
| 6 | So I said you know we 've got P and P out , we 've started selling tickets . |
| 7 | No one on this side has suggested that we do n't have policies in the structure plan because we 've got P P G guidance . |
| 8 | We 've got D U. |
| 9 | We 've got D V in terms of U so we can find D V by D U. |
| 10 | We 've got U in terms of X so you can find D U by D X. |
| 11 | We 've got U equals sine three X. |
| 12 | Now Bobbie Cole 's in H , we 've got G free . ’ |
| 13 | We 've got V is equal to nine thousand five hundred , that 's how much it 's worth , and then take away N over ten . |
| 14 | So wherever we 've got V put zero . |
| 15 | Well we 'll have to , to , but we 've got C S M T the next day anyway . |
| 16 | Well as far as I 'm aware we 've got R A C membership because I 've got the card , nobody told me |
| 17 | Now we 've got Y equals U to the power five . |
| 18 | So we 've got Y equals sine L What 're we having ? seven X. |
| 19 | now we 've got Y equals H squared . |
| 20 | Now we 've let Q equal sine X so we 've got Y equals Q squared . |
| 21 | So we 've got Y equals X squared , minus one . |
| 22 | Erm okay we 've got Y equals that erm follow that one through and actually differentiate it . |
| 23 | We 've got Y equals a half of this thing four X cubed minus X squared , then D Y by D X would come to a half of two times |
| 24 | We 've got X pupils interested in both , so we 've got twenty one minus X in that and thirteen want to go to Scarborough , okay ? |
| 25 | So we 've got twenty one minus X those are the ones going to Whitby , and we 've got X going to both , and we 've got thirteen minus X , and that 's the lot . |
| 26 | Add the X to each side , take the thirty off each side we 've got X equals four . |
| 27 | That we 've got X machines and systems interactive |
| 28 | So right , so we 've got X and two open brackets X add four close brackets equals minus four . |
| 29 | We 've got X Y equals X squared plus two X , which is what I was talking about before . |
| 30 | So we 've got X squared , and then we 're gon na put in two X. |