By plugging in the values given into [tex]c * \frac{bc}{4} - (7 - a)[/tex] and using BODMAS rule, the algebraic expression can be evaluated as 47
[tex]\mathbf{c * \frac{bc}{4} - (7 - a) = 47}[/tex]
Given the algebraic expression, [tex]c * \frac{bc}{4} - (7 - a)[/tex], to evaluate the expression if a = 4, b = 8, and c = 5, plug in the values into the equation as shown below:
[tex]5 * \frac{(8)(5)}{4} - (7 - 4)\\[/tex]
[tex]5 * \frac{40}{4} - (3)\\\\5*10 - 3[/tex]
Applying the BODMAS rule, multiply before you subtract
= 50 - 3
= 47
Therefore, by plugging in the values given into [tex]c * \frac{bc}{4} - (7 - a)[/tex] and using BODMAS rule, the expression can be evaluated as 47
[tex]\mathbf{c * \frac{bc}{4} - (7 - a) = 47}[/tex]
Learn more about using BODMAS rule to evaluate an algebraic expression here:
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