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solve the following expression. e = 6 and d = 2 d^3+4e + 15 - d

Question

solve the following expression.
e = 6 and d = 2
d^3+4e + 15 - d

Explanation:

Step1: Substitute values

Substitute $e = 6$ and $d = 2$ into the expression.
$2^{3}+4\times6 + 15-2$

Step2: Calculate powers

Calculate $2^{3}=8$.
$8 + 4\times6+15 - 2$

Step3: Perform multiplication

Calculate $4\times6 = 24$.
$8+24 + 15-2$

Step4: Perform addition and subtraction

$8+24=32$, then $32+15 = 47$, and $47-2=45$.
$45$

Answer:

$45$