Solve (-5t-1,35)(t-3,7)

$$( - 5 t - 1,35 ) ( t - 3,7 )$$

Evaluate

$$-\left(t-3,7\right)\left(5t+1,35\right)$$

Solution Steps

Apply the distributive property by multiplying each term of -5t-1,35 by each term of t-3,7.

$$-5t^{2}+18,5t-1,35t+4,995$$

Combine 18,5t and -1,35t to get 17,15t.

$$-5t^{2}+17,15t+4,995$$

Expand

$$-5t^{2}+\frac{343t}{20}+4,995$$

Solution Steps

Apply the distributive property by multiplying each term of -5t-1,35 by each term of t-3,7.

$$-5t^{2}+18,5t-1,35t+4,995$$

Combine 18,5t and -1,35t to get 17,15t.

$$-5t^{2}+17,15t+4,995$$