Answer:
Step-by-step explanation:
Given
Required
Determine (x,y) equidistant from the equation and the given point
This question will be answered using distance formula;
Considering The first Point
The distance is:
Considering the second point:
The distance is:
Equate both values of d
Square both sides
Collect Like Terms
Recall that
Solve for x
Substitute for x in
<span>So far I have:
(1.25 + 1) </span><span>if </span>x<span> is in the interval</span><span> (-inf,7]
(2.25 +1) </span><span>if </span>x<span> is in the interval (7,13)</span><span>
(3.50+1+3) </span><span>if </span>x<span> is in the interval [13,inf)</span>
1 + 129 equals 130 that equals 130
Answer:
C??...
Step-by-step explanation:
First, find 2% of 1200. We do this by multiplying 1200 by .02. This gives us 24. Then, we add 24 to 1200, giving us 1224. (We add 24 since 24 is 2% of 1200, and we're increasing by that 2%)