Question

check my answer? cx

Answer 1

The correct answer is A. Because when you replace the x with "7" the value of the denominator will be equal to zero, which makes the expression undefined.

Answer 2

\[\frac{ x^2-14x+49 }{ x-7 }\]
Remember that the vertical asymptote is where x doesn't equal zero
\[\frac{ (7)^2-14(7)+49 }{ (7)-7 }\]\[\frac{ (7)^2-14(7)+49 }{ 0 }\]
You cannot divide by zero so x cannot equal 7

Answer 3

A

Answer 4

Find the volume of the solid shown. All face angles at A are 90 degrees, the lower base is an 8 x 10 rectangle and the upper base a right triangle. All dimensions are in centimeters.

Answer 5

because any nmbr divided by 0 is undefined. so if u put x=7 it will give u a divisor )

Answer 6

Find the volume of the solid shown. All face angles at A are 90 degrees, the lower base is an 8 x 10 rectangle and the upper base a right triangle. All dimensions are in centimeters.

Answer 7

Find the volume of the solid shown. All face angles at A are 90 degrees, the lower base is an 8 x 10 rectangle and the upper base a right triangle. All dimensions are in centimeters.

Answer 8

thats what I was thinking but my "study buddy" said otherwise. Thanks, guys!