Section 1. PROJECTION OF PRODUCTION FROM THE AREA

But if you were to put it on an equal area projection, you'd see that the mid ocean ridge covers 23 percent of the Earth's total surface area.

This right here is equal to the projection of a.

(a) Projection of future production from the international seabed area

1. Projection of future production from the international seabed area

Our second condition is that the projection of a scalar multiple should be equal to a scalar multiple of the projection.

The projection onto L of any vector x is equal to this matrix.

This is equal to the projection of a onto L, by definition, right here.

We know the projection is just equal to this dot this times that vector.

Lambert Azimuthal Equal area

This is equal to, this whole thing right here, is equal to plus the projection onto L of the vector b.

Projection.

Projection

Projection

Projection

Projection

This is just equal to c times, this right here, is a projection of a onto L.

The projection onto L where L is equal to any scalar multiple of our unit vector u.

Projection room

Area is equal to pi r squared.

A projection of the sum of the vectors is equal to the sum of the projections of the vectors.

Mapping projection algorithm

The projection type

Unrecognized coordinate projection

PROPOSED ALLOCATION PROJECTION

The projection onto I of v2 is going to be equal to v2 dot the spanning vector, which is v1.

So we can say that H squared is equal to this guy, is equal to the length of my vector v2 squared minus the length of the projection squared.

We could say that A is going to be equal to its first column is going to be equal to the projection onto L of this thing right here.

Area squared is equal to ad minus bc squared.

Area is equal to 1 2 base times height.

Attach a chart (on a scale and projection specified by the Authority) and, if the applicant elects to contribute a reserved area in accordance with regulation 16, a list of the coordinates identifying two parts of equal estimated commercial value.

It's going to be equal to the area of triangle ADC plus the area of CBA.

Let's just say what the area squared is equal to.

So area is equal to 1 2 base times height.

Regular budget cash flow projection

This projection was also accomplished.

Algorithm for the mapping projection.

Projection (reimbursement not yet paid).

Its projection onto the line.

The area of the inner square is equal to half of the area of the larger square.

And now remember, all this is equal to our area squared.

That would equal the area times the square root of 2gh.

So area 1 times distance 1 (this area times this distance) is going to be equal to this area times this distance (area 2 times distance 2).

But how can I take the area of a circle and create a square with an equal area?

This is on a Mercator projection.