Example sentences of "we can write [noun] " in BNC.

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1 Suppose instead that we can write A as unc where B , C are symmetric ; then we have unc or BX = CX .
2 Then as in 2.4.2 we can write A as unc where B is triangular .
3 Imposing these restrictions , we can write equations ( 3.34 ) as :
4 We can prove the important Theorem 1.9.14 ( Gauss ) If F ε Z[x] and if we can write F = gh where g , h ε Q[x] then we can write F = GH where G , H ε Z[x] , deg G = deg g and deg H = deg h .
5 We can prove the important Theorem 1.9.14 ( Gauss ) If F ε Z[x] and if we can write F = gh where g , h ε Q[x] then we can write F = GH where G , H ε Z[x] , deg G = deg g and deg H = deg h .
6 We can write Friedman makes two important assumptions about transitory consumption .
7 The span of possibilities here is enormous : we can follow Stravinsky in adapting Medieval forms ; we can write songs which are pure melody ; or we can use a form which ignores musical values , taking the guise of a word-drama .
8 If we measure expected income in accordance with our estimate of the process determining income , that is by equation ( 3.17 ) ; and if consumption expenditure is determined in accordance with equation ( 3.6 ) then , as we have shown , it follows that we can write C t as :
9 sponge floats , right draw the sponge in there and then we can write sponge .
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