- A triangle has corners A, B, and C located at (1 ,3 ), (9 ,5 ), and (6 . . .
The endpoints are (93 17, 70 17) length= (9sqrt17) 17=2 18282" " "units There is a need to solve for the equation of line from A to B and the line from C perpendicular to line AB
- How much postage do you need to mail a 5 X 5 inch envelope in . . . - Answers
The postage required to mail W-2 forms typically depends on the weight of the envelope and the mailing service you choose For a standard 1-ounce letter within the United States, a First-Class
- How do you solve the following system?: x + 2y = -2 , x - Socratic
See a solution process below: Step 1) Solve each equation for x: Equation 1: x + 2y = -2 x + 2y - color(red)(2y) = -2 - color(red)(2y) x + 0 = -2 - 2y x = -2 - 2y Equation 2: x - 3y = -12 x - 3y + color(red)(3y) = -12 + color(red)(3y) x - 0 = -12 + 3y x = -12 + 3y Step 2) Because the left side of both equations are the same we can equate the right sides and solve for y: -2 - 2y = -12 + 3y -2
- What is 66 inches x 54 inches in cm? - Answers
What is 66in x 72 in in cm? To convert inches to centimeters, you multiply by 2 54 Therefore, 66 inches is approximately 167 64 cm (66 x 2 54), and 72 inches is about 182 88 cm (72 x 2 54)
- How do you combine \frac { x + 4} { 2x + 10} - \frac { 5} { x^2 - Socratic
See a solution process below: First, factor the denominators of each fraction as: (x + 4) (2(x + 5)) - 5 ((x + 5)(x - 5)) Next, multiply each fraction by the
- What is the minimum length of time between chest X-rays?
Note that dental and simple chest x-rays are some of the most minimal medical radiation emitting devices You can consult the links bellow for a table of popular x-ray scans and their radiation
- What is the orthocenter of a triangle with corners at (1 ,3 ), (6 ,9 . . .
The orthocenter of triangle is (56,-41) Let triangleABC " be the triangle with corners at" A(1,3), B(6,9) and C(2,4) Let bar(AL) , bar(BM) and bar(CN) be the altitudes of sides bar(BC) ,bar(AC) and bar(AB) respectively Let (x,y) be the intersection of three altitudes Slope of bar(AB) =(3-9) (1-6)=6 5 bar(AB)_|_bar(CN)=>slope of bar(CN)=-5 6 , bar(CN) passes through C(2,4) : The equn of bar
- How many moles of N2O3 contain 2. 55 x 1024 oxygen atom?
Next, we find the number of moles of oxygen atoms in 2 55 x 10^24 atoms by dividing the given number by Avogadro's number (6 022 x 10^23 atoms mol)
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