Just want the points byeeeeee hope u pass
Answer:
A
Step-by-step explanation:
We are given two rational functions m(x) and n(x) that have the same vertical asymptotes both with a single x-intercept at x = 5.
The correct choice will be A.
Recall the transformations of functions.
B represents m(x) being shifted up 5 units. If the function is shifted up, the vertical asymptotes will be the same, but the x-intercept will change.
C represents m(x) being shifted 5 units to the right. This changes both the x-intercept and the vertical asymptotes.
Likewise, D represents m(x) being shifted 5 units to the left. Again, this will change both the x-intercept and the vertical asymptotes.
Therefore, the only choice left is A. It represents a vertical stretch by a factor of 5. This preserves the x-intercepts and the vertical asymptotes. Consider the function:
If n(x)=5m(x), we can see that:
So, the x-interceps and vertical asymptotes are preserved.
[ 3•25 / 0•8 ] x $ 5•60
<span>3•25 x $ 7•00 = $ 22•75</span>
Given:
Equations using properties.
To find:
The equation which use the inverse property of multiplication.
Solution:
<u>Inverse property of multiplication:</u>
<em>The product of any number and its reciprocal is always 1.</em>
Let us select the option which uses inverse property of multiplication.
Option A:
Inverse of is . Their product is 1.
This equation uses the inverse property of multiplication.
Option B:
Inverse of is
So, it is not true equation.
Option C:
Inverse of is .
So, it is not true equation.
Option D:
Here also inverse property is not used.
So, it is not true equation.
Hence the equation use the inverse property of multiplication is
.