Since it was stated that the equation is linear, therefore
we can use the slope point formula to find for the slope and intercepts. The
linear equation has a form of:
y = mx + b
where y is the retail price, x the wholesale price, m the
slope and b the y-intercept
m = (y2 – y1) / (x2 – x1)
m = (238 – 112) / (175 – 85)
m = 1.4
So the equation now becomes:
y = 1.4x + b
Plugging in any pair to find for b:
112 = 1.4(85) + b
b = -7
So the full equation is:
<span>y = 1.4x - 7</span>
<span>or</span>
<span>R = 1.4C - 7</span>
Answer:
<h3>l -7 l <u><</u><u> </u> l -3 l</h3><h3>l 1/2 l <u>></u><u> </u> l -1/2 l</h3><h3>l 8-2 l <u>></u><u> </u> l -10 l</h3>
Step-by-step explanation:
<h3>mark as brainliast</h3><h3>indian genius sarthak</h3>
==> I noticed that to draw a B or a D, you have to use both straight and curved lines. Maybe that's the pattern.
Hold up, hee haw, whoa ! There are no curved lines, only straight ones, in F and H. That can't be the pattern.
==> I noticed that to go from B to D in the alphabet, you skip one letter (C). Maybe that's the pattern.
Well Hyola ! If you skip one letter in the alphabet each time, you can get from D to F, and then from F to H, and then from H to J .
I'm willing to go out on a limb, bet 3¢ , and state my conjecture that the pattern is "To get from one term to the next term, skip one letter in the alphabet.".
I can't be absolutely positive and say "That's definitely it !". There may be other patterns that can produce the same 5 letters but then not work after that. But the pattern of "Skip-one" can produce these 5 letters, so it's a reasonable conjecture.
Answer: The answer is provided below.
Step-by-step explanation:
A rhombus has 4 equal sides, therefore, since the perimeter is 80 inches, that means each side is 20 inches.
The diagonals of a rhombus bisect one another perpendicularly, so that means there are 4 congruent right triangles that are formed.
Looking at one right triangle, we can see that the side of the rhombus will be the hypotenuse which is 20 inches. One leg is also half the longer diagonal of 16 inches.
Using Pythagorean Theorem, this will be:
x² + 16² = 20²
x² + 256 = 400
x² = 144
x = 12
Since the figure gotten is half of the shorter diagonal, then the full length of the shorter diagonal will be (12×2) = 24 inches.