The distance formula providing you know the coordinates of its end points
If you are referring to the Pythagorean Theorem, it is that a2 + b2 = c2. A and B are the two shorter sides and C is the hypotunuse. This formula applies to any right-angled triangle, where you have the known length of two sides, and want to find the length of the third side.
Which side lengths? To calculate the parallel sides, you need the height of the trapezium and one of the sides, and you substitute them into the formula: h(a + b)/2, where h = height, a and b are the parallel side lengths. If you want to find the sides that are not parallel, you need the parallel sides, as well as the height of the trapezium. Then, by using Pythagoras theorem, with the side length the hypotenuse, you can find their lengths.
The area of anything is determined by multiplying length x width. When you want to find the perimeter of a rectangle you must use the formula 2l+2w. this means 2 time length + 2 times width. so do as the following *the 2 stands for how many times you multiply your numbers by P=2l+2w P=2(# of length)+2(3 of width) P= # of length times 2+ # of width times 2 P= length width And this is how you find the perimeter of a rectangle
The perimeter is the total length of the two equal lengths ,L, and the two equal widths ,W,. So the formula is: 600 = 2L + 2W . The other information is put in equation form as: L = 3W + 2. So here you have two eqations in the two unknowns L & W. Use your algebra skills to solve these equations simultaneously to find the unknowns. Once you know L & W then you can find the area(if you want) from the area formula ; A = LW .
No. With only the length of the hypotenuse (which is the side opposite the right angle in a right triangle), and no other information, you cannot find the length of the other sides. Want to see it? Draw an x-y axis, and then draw a segment from the origin out and up to the right (in the first quadrant) a short distance. Nothing fancy. Now drop a perpendicular from the end of the segment you just drew down to the x axis. There's your right triangle with your "known" hypotenuse. Now just move the hypotenuse "up" or "down" a bit and draw your "new" perpendicular to the x axis. Same hypotenuse, different triangle. And you can draw an infinite number of these. Yes, there will be a relationship between the 2 sides you're looking for. The sum of their squares will equal the square of the hypotenuse, but other than that, you can't say more.
It depends on what measure you want: the angle subtended or the length of the curved segment, and also on what information you do have.
A+ = 82. * * * * * It depends on what measure you want: the angle subtended or the length of the curved segment, and also on what information you do have.
No, Line Segments do not have a fixed length. A line segment can be as long as you want it to be but, it has to stop somewhere. It is not a line and so it does not continue on for-ever.
The midpoint formula: (X1+ X2 /2, Y1+Y2 /2) *Each divided by 2 Just plug the two coordinates of the segment that you want to find the midpoint of
Assuming that you want the perimeter of a square, then the answer is 4*length of a side.
It is impossible to find the perimeter without the width of the rectangle but if you want a formula it would be (43*2) + 2x. x representing the width
If you are referring to the Pythagorean Theorem, it is that a2 + b2 = c2. A and B are the two shorter sides and C is the hypotunuse. This formula applies to any right-angled triangle, where you have the known length of two sides, and want to find the length of the third side.
Sizes of mountains vary greatly. You need to say which mountain you want to find the length of.
If you want to ask questions about "this formula", may I suggest that you ensure that there is "this formula" in the question?
If you want to find out do the length, times with, times height. Hope you find the answer. :)
You can measure it. You can calculate it from other data; the details vary on the specific situation. For example, for a rectangle:area = width x length If you happen to know two of the numbers, you can calculate the third one with this formula.
Which side lengths? To calculate the parallel sides, you need the height of the trapezium and one of the sides, and you substitute them into the formula: h(a + b)/2, where h = height, a and b are the parallel side lengths. If you want to find the sides that are not parallel, you need the parallel sides, as well as the height of the trapezium. Then, by using Pythagoras theorem, with the side length the hypotenuse, you can find their lengths.