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In the expression (1 - 7b), the variable (b) can take any real number value. However, if you consider specific contexts or constraints, like if (b) were to be used in a division or square root operation later in an equation, a non-permissible value could arise. For instance, if (b = \frac{1}{7}), the expression (1 - 7b) equals zero, which could lead to a division by zero in subsequent calculations. Thus, without additional context, (b) does not inherently have a non-permissible value in just (1 - 7b).

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In the algebraic expression 7a plus 17b -10c 7 17 and -10?

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