8d(e-5f)-7(5f-e)

asked by guest
on Mar 23, 2025 at 1:56 am



You asked:

Evaluate the expression: 8⋅d(e−5f)−7(5f−e)8 \cdot d\left( e - 5 f \right) - 7 \left(5 f - e\right)

MathBot Answer:

Evaluated



8⋅d(e−5f)−7(5f−e)=−35f+8d(e−5f)+7e\displaystyle 8 \cdot d\left( e - 5 f \right) - 7 \left(5 f - e\right) = - 35 f + 8 d{\left(e - 5 f \right)} + 7 e

Expanded

8⋅d(e−5f)−7(5f−e)=−35f+8d(e−5f)+7e8 \cdot d\left( e - 5 f \right) - 7 \left(5 f - e\right) = - 35 f + 8 d{\left(e - 5 f \right)} + 7 e

ee is Euler's number, a mathematical constant that is approximately 2.718282.71828.

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