finding length on a globe giving a parallel(with latitude and meridian)

Notice: Undefined variable: position6 in /home/domains2/public_html/painphr.com/show.php on line 143

Guide :

# finding length on a globe giving a parallel(with latitude and meridian)

latitude, meridians

## Research, Knowledge and Information :

Notice: Undefined variable: go_page in /home/domains2/public_html/painphr.com/show.php on line 211

### Finding your location throughout the world!

Finding your location throughout the world! ... • Latitude lines are parallel, ... meridian give locations west, ...
Read More At : www.ketteringschools.org...

### Latitude - Wikipedia

The length of the meridian arc between two given latitudes is given by replacing the limits of the integral ... of a parallel of latitude ... (length) World Geodetic ...
Read More At : en.wikipedia.org...

### Latitude and Longitude (Meridians and Parallels)

Circles parallel to the Equator ... of latitude north or south of the Equator. ... and are at right angles to the Equator. The “Prime Meridian” which ...
Read More At : www.dauntless-soft.com...

### Latitude and Longitude - finding coordinates - Compass

Find latitude and longitude coordinates on ... Notice that each latitude is parallel to ... The longitude line that runs through it is called the Prime Meridian and ...
Read More At : www.compassdude.com...

### latitude and longitude | geography | Britannica.com

latitude and longitude: ... Latitude is a measurement on a globe or map of location north or south ... The length of a degree of arc of latitude is approximately ...
Read More At : www.britannica.com...

### Earth, Parallels and Meridians, Latitude and Longitude [IGEO ...

Sep 24, 2013 · Earth, Parallels and Meridians, Latitude and ... on any plane parallel and meridian for the equator is ... (latitude 23 ° 27 ' S). Is the parallel further ...

### Locating Points on a Globe | manoa.hawaii.edu ...

Locating Points on a Globe . NGSS ... Every point on a parallel of latitude is the same ... all lines of longitude are the same length. Since every meridian must ...
Read More At : manoa.hawaii.edu...

### Latitude and Longitude - My Illinois State

Lines of Latitude and Longitude. ... Two sets of lines encircle the globe: lines of latitude and lines of longitude. The parallel lines of latitude are horizontal, ...
Read More At : my.ilstu.edu...

### How To Use Your Globe - World Globes

because they are parallel to each other. Latitude ... a point on the exact opposite side of the globe. In giving a position, latitude ... How To Use Your Globe ...
Read More At : www.ultimateglobes.com...

### DIY: Measuring Latitude and Longitude - OpenLearn - Open ...

DIY: Measuring Latitude and Longitude ... and unlike latitude lines, they divide the globe into segments like those of an ... giving the time at the Prime Meridian.
Read More At : www.open.edu...

## Suggested Questions And Answer :

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### finding length on a globe giving a parallel(with latitude and meridian)

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### how do I calculate a perimeter

Two-sided object? A 4-sided object would be more sensible and you can find the area of such an object, but a 2-sided object would have an undefinable area. If you mean we have the length of two sides, then it does make sense and the answer would be that the object has two sides of the same length an

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### what are the properties of the quadrilateral whose vertices are the center of the squares?

The quadrilateral so formed is a rhombus (a parallelogram in which all the sides are of equal length). The interior angles of the rhombus are 90+x and 90-x where x is the angle of the parallelogram and where 90+x are the measures of opposite angles of the rhombus. The adjacent angles add up to

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### The perimeter of a rectangle swimming pool is 130 yards. Three times the length is equal to 10 times the width. Find the length and the width of the pool. Find the area of the pool.

The perimeter of a rectangle swimming pool is 130 yards. Three times the length is equal to 10 times the width. Find the length and the width of the pool. Find the area of the pool. Perimeter of a rectangle is 2*the length plus 2*the width P = 2L + 2W and P = 130, so L + W = 65 Three tim

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### how many 1/2" candies will fit in a 41/2" x 4" bowl?

Assuming that 4" is the height of the bowl, we can conclude that it is ellipsoidal, like a rugby football, with the shorter axis (x axis) being 4.5" in diameter and its longer axis (y axis) needing to be determined from the given figures. Two domes are cut off each end of the ellipsoid leaving a 3.5

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### How to find c and y so that each quadrilateral is a parallelogram

The opposite internal angles of a parallelogram are equal, and adjacent angles are supplementary, but which of the given angles are opposite and which are adjacent? We know that all angles must be positive, so 7x-11>0 and 5y-9>0 so x>11/7 or 1.57 and y>1.8. We also know that al

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### finding perimeter and area

Perimeter is straightforward: P = 18 + 6 + 11 + 9 = 44m To calculate the area of an irregular quadrilateral you need the side lengths and the diagonal lengths. Since the diagonal lengths are not provided I'll give the formula. For: a, b, c and d are lengths of sides s is the semiperimeter, s =

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### How do I find an inverse variation equation for a bridge-length experiment

The number of pennies, N, required to break the bridge length L is inversely proportional to the length. This is the basis for an equation. There may be a constant factor involved, so we call K this constant and we write N=p/L+K. Can we find a constant of proportionality to make this equation true f

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### how do you find height in trapeziod without knowing the area. legs are 29 and bases are 15 and 57

Question: how do you find height in trapeziod without knowing the area. legs are 29 and bases are 15 and 57 . Since the two legs are identical in length, then this trapezoid is symmetrical about a central axis. Let a be the length of the top base. Let b be the length of the bottom base.

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### Guyssss please help me "Create a problem situation in which only the positive solution is meaningful" what am I going to do? I can't understand it

First, you need to understand the question, right? You need to know what gives you more than one solution. The answer is an equation which contains a polynomial of at least degree 2. That means a quadratic equation or a cubic equation, or more, that has more than one solution. A typical example

#### Tips for a great answer:

- Provide details, support with references or personal experience .
- If you need clarification, ask it in the comment box .
- It's 100% free, no registration required.
next Question || Previos Question

Notice: Undefined variable: position5 in /home/domains2/public_html/painphr.com/show.php on line 357
• Start your question with What, Why, How, When, etc. and end with a "?"
• Be clear and specific
• Use proper spelling and grammar