mishkaallam13 mishkaallam13
  • 09-02-2019
  • Mathematics
contestada

Prove that the expression (y+8)(y–7)–y(y+1) is negative for any value of y.

Respuesta :

Аноним Аноним
  • 09-02-2019

Answer:

See below.

Step-by-step explanation:

(y+8)(y–7)–y(y+1)

= y^2 + y - 56 - y^2 - y

= -56.

So whatever the value of y the expression will be  -56 which  is negative.

Answer Link
destinystar16 destinystar16
  • 09-02-2019
Y to the 3rd power subtracted by -57
Answer Link

Otras preguntas

Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
what three parts make up a single nucleotide
what three parts make up a single nucleotide
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
what three parts make up a single nucleotide
Find The Slope && Y-Intercept Of The Graph ...Y = 6x + 11
good job