B A

There are still twelve scholars, and all but four have got through with their sand letters, and are at work at their 'a-b, ab,' and 'b-a, ba.' ❋ Glance Gaylord (N/A)

At the old field school I saw the freshman class, barefooted and with pantaloons rolled up to the knees, stand in line under the ever uplifted rod, and I heard them sing the never-to-be-forgotten b-a ba's. ❋ Robert L. Taylor (N/A)

They sang them in the _olden_ times, and this is the way they sang: "b-a ba, b-e be, b-i bi-ba be bi, b-o bo, b-u bu-ba be bi bo bu." ❋ Robert L. Taylor (N/A)

I said my letters; and Miss Sewell, having found that I knew them pretty well, (thanks to Mammy's patient teaching), allowed me to spell in _a-b, ab_, and _b-a, ba_, and set me some straight marks on my slate. ❋ Ella Rodman Church (N/A)

When his boyish master was learning b-a ba, so was the boyish slave, and thus, by the time that the one knew how to spell in two syllables, the other knew also. ❋ Unknown (1902)

I think the answer is 123. (b-a) and (c-b) can be both 1 with n as 123. yeah, it should be 123 with remainder being 67. i just went for the options. missed the largest number part Re: official quant thread for CAT 2009Re: official quant thread for CAT 2009

To check that this is so, note that a-a = 0, which is a multiple of n (reflexivity); if a-b = dn, then b-a = (- d) n ❋ Unknown (2009)

After obtaining the compression factor (Z) * and taking its partial derivative with respect to P and taking its limit as it approaches zero, i ended up with (b-a)/RT = 0 which obviously does not give a zero. ❋ Unknown (2009)

I get that the average rate of change has an equation of: f (b) - f (a) all divided by (b-a) but how do I know what to plug in for b and a? ❋ Unknown (2009)

Home schooling Is it possible to make - 3y (a*b) out of +3 (b-a)? ❋ Unknown (2008)

(9b-9a) / 10 = 1.8 b-a = 2 so, its right. also, your set contains 3 numbers as opposed to 10 Re: official quant thread for CAT 2009Re: official quant thread for CAT

Inthce O Lord, Jo I put my trufl; Let me never b-a (hameJ.v. 3. ❋ Unknown (1683)