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What is the formula for determining the length of the long side of any of the three identical rectangles found in hexagons, the short side being the radius of the original circle?
Let |G| be finite and N be a normal subgroup of G. If xN is an element of G/N and has order a power of p, show that there exists a y element of G such that |y| is a power of p and yN=xN.
0.4x0.7 17.9x(-3) -16.9x(4.9) 14/7.9= ( round to nearest tenth ) 0.17-(-6.9) ( round to the nearest thousandth 29/6 (express using ( remainder ) 4-(-6) Please explain how you reach your answers
A pizza pan is removed at 8:00 PM from an oven at a fixed temperature of 400 degrees into a room that is a constant 72 degrees. After 5 minutes, the pan is at at 300 degrees F. At what time is the pan 135 degrees?
This question is basically belongs to Mathematics and it is about finding the point of intersection of two straight lines.
On the log scale, Tony's weight is 1.2 units to the left of elephant ‘s weight, how much does tony weight in lb - Rewrite log(2x) = k in term of exponential
Find the probabillity that a sweater has a flaw. Round to nearest tenth of a % Suppose the company produces 600 sweaters/day. How many WILL have flaws?
What is the margin of error for a 90% confidence interval on the mean birth weight of all kittens of this breed.
Prove that if R is a finite ring, then the characteristic of R is a divisor of |R|
The diameters of Red Delicious apples in a certain orchard are normally distributed with a mean of 2.63 inches and a standard deviation of 0.25 inches.
what is the hub/authority score of a node after one iteration?
What is the line of symmetry? Graph the function using the equation in part a. Explain why it is not necessary to plot points to graph when using y = a (x - h)2 + k.
If voters can choose to leave any item blank, how many different ballots are possible?
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