1. Calculate the value of the expression:

$$
\left(-40-(-5)^{4}\right) \cdot 3+3^{5}:(-9)
$$
1. Calculate the value of the expression: $\left(-40-(-5)^{4}\right) \cdot 3+3^{5}:(-9)$.

## Solution.

$\left(-40-(-5)^{4}\right) \cdot 3+3^{5}:(-9)=$

$=(-40-625) \cdot 3+243:(-9)$

$=-665 \cdot 3-27$ 2 POINTS

$=-1995-27$

1 POINT

$=-2022$

## Note:

The first 2 POINTS relate to the calculation of both powers, 1 POINT for $(-5)^{4}$ and 1 POINT for $3^{5}$.

The second 2 POINTS relate to the calculation of the difference (1 POINT) and the quotient (1 POINT).