Question

C^2-8c /c-4. + 16/c-4 при с =-35​

Answer 1

Ответ:{-39}

с^2-8c+16/c-4=1225+280+16/-39= -39

tkb c=-35

Пошаговое объяснение:

Answer 2

To evaluate the expression (C^2 - 8C) / (C - 4) + 16 / (C - 4) when C = -35, we substitute -35 for C in the expression and perform the calculations.

Let's substitute C = -35 into the expression:

((-35)^2 - 8(-35)) / (-35 - 4) + 16 / (-35 - 4)

Simplifying further:

(1225 + 280) / (-39) + 16 / (-39)

1505 / (-39) + 16 / (-39)

Now, we can add the two fractions:

(1505 + 16) / (-39)

1521 / (-39)

Finally, simplifying the fraction:

-39 divides evenly into 1521, resulting in -39 * (-39) = 1521.

Therefore, the final result is:

-39