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| 1.
If a + 54 = 5a - 18, then the value of 'a' is... |
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| 2.
If [(2b)/3] - 17 = b - 34, then the value of 'b' is... |
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| 3.
If 12c - 2(c + 1) = 8c + 22, then the value of 'c' is... |
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| 4.
If 3d - 5 = [(4d)/3] + 40, then the value of 'd' is... |
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| 5.
If (7e + 5)/e = 26/3, then the value of 'e' is... |
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| 6.
If (9 + 3f)/(4f + 22) = 1/2, then the value of 'f' is... |
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| 7.
If (1 - 3g)/5 = -(g - 5), then the value of 'g' is... |
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| 8.
If 9h - 4 = (16h + 4)/2, then the value of 'h' is... |
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| 9.
If (4i - 8)/5 = i - 4, then the value of 'i' is... |
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10.
Now, using the values for 'a', 'b', 'c', 'd', 'e', 'f', 'g', 'h' and 'i' which you have obtained from the equations in questions 1 - 9, find the value of 'x' in the following equation:
[(b/e + x)/x][(fc - g)/i] = (d/x + a + e)/h |
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