Chapter 4: Problem 5
If \(2 x+3 y=20\) and \(6 x+2 y=46\) then \(y\) is: A. 5 B. 7 C. 2 D. 9 E. Cannot be determined
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If \(y-x<0\), then: A. \(x>y\) B. Both \(x\) and \(y\) are positive C. Only one of the two is negative D. \(\mathrm{x}<\mathrm{y}\) E. None of the above
The poem was translated into five languages and in every case printed in red ink. A. translated into five languages and in every case printed in B. translated to five languages and in every case printed in C. translated into five languages and in every case printed with D. translated in five languages and in every case printed with E. translated to five languages and in every case printed with
Is \(x^2>y^2 ?\) (1) \(x-y>0\) (2) \(x\) is negative A. 1 alone, not 2 alone B. 2 alone, not 1 alone C. 1 and 2 together (need both) D. 1 alone or 2 alone E. 1 and 2 together are not sufficient
Is \(x / 8>y / 16\) ? (1) \(x>y\) (2) \(2 x>y\) A. 1 alone, not 2 alone B. 2 alone, not 1 alone C. 1 and 2 together (need both) D. 1 alone or 2 alone E. 1 and 2 together are not sufficient
A university wrote to the successful business woman offering her an honorary degree. A. A university wrote to the successful business woman offering her an honorary degree. B. An university wrote to the successful business woman offering her an honorary degree. C. A university wrote to the successful business woman offering her a honorary degree. D. An university wrote to the successful business woman offering her a honorary degree. E. In the case of honorary both ' \(a\) ' and 'an' are correct.
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