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If X stands for addition, V stands for substraction, U stands for 'equal to',  ∧ stands for division, ∑ stands for multiplication, O stands for greater than and σ stands for less than. State which expression is true?
If "x" stands for addition, "<" stands for subtraction, " + " stands for division, ">" stands for multiplication, " – " stands for equals to, "÷" stands for greater than and " = " stands for less than, which of the following holds true?
If '+' stands for '÷', '­' stands for '=', 'x' stands for '+', '÷'stands for greater than, '=' stands for less than, '>' stands for multiplication and '<' stands forsubtraction, then which of the following alternatives is correct?
If "x" stands for addition, "<" stands for subtraction, "+" stands for division, ">" stands for multiplication, "–" stands for equals to, "÷" stands for greaterthan and "=" stands for less than, which of the following holds true?
The CDBL stands for
CDBL, stands for :
Six persons A, B, C, D, E, and F stand in a queue from top to bottom and live in different cities. Topmost position is number 1 and bottom most is number 6. D lives in Delhi and stands immediately below the person who lives in Haryana. C lives in Kolkata and at the 4th place. E stands two places after C. Person who lives in Chennai stands between the persons who live in Kolkata and Delhi. B lives in Goa and stands three places after D. Person who lives in Mumbai stands three places after A. What is the position of the person who lives in Chennai from the top?
If ‘→’ stands for ‘+’, ‘←’ stands for ‘−’, ‘↑’ stands for ‘÷’, ‘↓’ stands for ‘×’, ‘↗’ stands for ‘=’, which one, of the following statements is correct?
If ‘←’ stands for ‘+’, ‘→’ stands for ‘-‘, ‘↑’ stands for ‘÷’, ‘↓’, stands for ‘x’, ‘^’ stands for ‘=’, then which of the following alternatives is correct? A. 3 ↓ 6 ↑ 2 ← 3 → 6 ^ 5 B. 2 ↓ 5 → 6 ← 2 ^ 6 C. 7 → 43 ↑ 6 ↓ 1 ^ 4 D. 5 ← 7 → 3 ↑ 2 ^ 4 
In the following problem, '=' stands for '÷' , '+' stands for '­' , 'x' stands for '=', '­' stands for '+' and '÷' stands for 'x'. Find the correct equation.