Question

What is the restriction on the product of

Answer 1

\[\frac{ x^2+5x+4 }{ x^2+3x-4 }\times \frac{ x^2+4x-5 }{ x+3 }\]

Answer 2

FINALLY! I am so sorry! nothing would send! @texaschic101

Answer 3

3. What is the restriction on the product of \[\frac{ x^2+5x+4 }{ x^2+3x-4 }\times \frac{ x^2+4x-5 }{ x+3 }\]
A. x ≠ -4 <-- I know it is NOT A
B. x ≠ 4
C.x ≠ 1
D. x ≠ -3

6. What is the restriction on the quotient of \[\frac{ 3x^2+12x+9 }{ x^2-4 }\div \frac{ 4x+4 }{ x+2 }\]
A. x ≠ -2
B. x ≠ -1
C. x ≠ 1 <-- I know its NOT C
D. x ≠ 2

Answer 4

@noneyabusiness I am really sorry. Can you please help? I couldn't get anything to send.

Answer 5

@phi

Answer 6

Ok

Answer 7

@Nightmare11-16 I have no Idea how to do this you could probably help. This is out of my range.

Answer 8

The idea is NO DIVIDE BY ZERO

Answer 9

what do you mean?

Answer 10

it looks like there are multiple answers to these questions.

in Q3
you have
( x^2+5x+4 )/( x^2+3x-4 ) * ( x^2+4x-5)/( x+3 )

the first fraction will have a zero in the bottom when x is -4 or x is 1
the second fraction will have a zero in the bottom when x is -3

so I would exclude -3, -4, and 1

Answer 11

3. is x=-3
6.x=2