There is 6 regular packs and 6 value packs so add those (6+6=12). Divide 12 by 2 (because there's 2 socks in a pair) and get 6. Then divide 402 by 6 and get 67 pairs. Do the same for the second location.
The answer is 12 1/4. how I got my answer.
Their are 4 quarters to a whole, so that means all I have to do is multiply 4×3=12, then add 1/4+12= 12 1/4.
I hope this helps!
The edge of a cube is the cover root the volume, so the edges are 1728^⅓, or 12. the area is the edge squared, so one side (actually each side) has area 12²=144 square inches
Answer:
<u>The correct answer is A. 5</u>
Step-by-step explanation:
1. Let's review the information provided to us for solving the question:
Which of the following is the approximate square root of 24, rounded to the nearest whole number?
We are asked to find out the square root of 24 and if the number has a lot of decimal places, round it to the closest whole number.
√24 = √6 * 4 (Simplifying)
√6 * 4 = 2 √6
2 √6 = 2 * 2.44948974 = 4.89897948
<u>Rounding to the nearest whole number the answer is 5.</u>
Vertex: (-5,-2); parabola opens up;
General form of the equation for a vertical parabola opening up is:
y-k = a(x-h)^2; knowing that the vertex is at (-5,-2), we can write:
y+2 = a(x+5)^2. We need to find the value of the coefficient a.
From the graph we see that y is 10 when x is approx. -1 3/4 (or -7/4).
subst. these values into y+2 = a(x+5)^2, we get:
10 + 2 = a(-7/4 + 5)^2, or 12 = a(13/4)^2, or 1 = a(169/16).
Solving for a: a = 16/169 = 0.09, or approx 16/160, or 1/10. Unfortunately, this is not close to any of the four answer choices.
I thought it best to try again, and fortunately my second try was correct:
10+2 = a(13/4)^2, or (169/16)a. Thus, 12 = a(169/16)
12
Solving for a: a = ------------- = 1.14. The answer choice closest to this is 1.
169/16
Answer A is correct.
