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PEARSON IIT JEE FOUNDATION-EQUATIONS AND THEIR APPLICATIONS-Level 1
- The root of the equation (3)/(4) x + 5 = 8 is
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- Which of the following is the solution of the equation 5p - 10 = 5 ?
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- If (x)/(2) + (x)/(3) =5, then x =
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- If x = 10, " then " 0.2 x + 0.2 =
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- If (0.2)/(x) + 0.1 ge 2.1, then x le
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- If (x)/(12) + (1)/(2) = x -5, then x =
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- If 1.7y + 2.3 y = 2, then y =
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- If 5 ((x)/(6) + (1)/(2)) = 5x - 10, then x =
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- If (1)/(x) + (3)/(x) = (11)/(3), then x =
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- If 9.1 x + 3x + 1.9 x le 42, the x le
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- If 5z + 1.5 (0.5 z + 10) ge 590, then z ge
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- If 8.3 x - 9.8 = x + 26.7, then x =
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- If 3(a -2) -2 (a + 9) =1, then a =
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- If 2(p -5) = (p)/(2) +5, then p =
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- Solve for a : 3a - 4 = -16
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- Solve for b : (b)/(5) -5 = 7
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- Solve for x : 5x -6 = 8x -4
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- Solve for k : 1.5 k -3.7 = 0.8
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- Solve : (3x +4)/(7) - (x +5)/(14) = (x)/(28) + (x +1)/(14) The follo...
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- Two-third of a certain number exceeds one-third of the number by 10. F...
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