Measure of A does not equal the measure of angle B.

Measure of angle A is equal to measure of angle C.

Measure of arc AC is equal to 70 degrees, and the measure of arc CD is equal to 110 degrees.

Let's see, measure of angle A is equal to measure of angle B.

They're always going to be equal to each other in measure.

So the measure of angle 2 is equal to the measure of angle 3.

Measure of angle 1 plus measure of angle 2 have to be equal to 180.

If we assume that measure of angle A is equal to measure of angle C, it follows that AB is equal to BC.

That tells me that the measure of angle AEB is equal to the measure of angle CEB which must be equal to 90 degrees

So this is equal to the measure of angle 1.

Both of these mental political blocks are threatening the European project in equal measure.

X is equal to the measure of this angle over here which is equal to 48 degrees.

If two supplementary angles are equal, the angles each measure 90.

So we also have the measure of angle CEA, the measure of angle CEA plus the measure of angle DEA is equal to 180 degrees.

So we made the assumption that the measure of angle A is equal to the measure of angle C.

So, we know from the contradiction that the measure of angle A cannot equal the measure of angle C.

Now, they said if we assume that measure of angle A is equal to measure of angle C, it follows that

The expectations of extremists among advocates and opponents of carbon pricing have been disappointed in equal measure.

So this angle right over here, its measure is equal to 40 degrees,

So you could say this is equal to the measure of angle 1.

A right angle is an angle that is equal to 90 degrees, or who's measure is equal to 90 degrees.

Those are lines of equal power consumption per unit area, which I measure in watts per square meter.

So you could say the measure of angle BAC is equal to 30 degrees.

And when I measure the diameter of the circle, it's roughly equal to 1.

For the quadrilateral shown below, a quadrilateral has four sides, measure of angle A plus the measure of angle C is equal to what?

The measure of angle one is equal to 80 minus 40 is 40, so 80 minus 46 is equal to 34 degrees.

Changes and shortcomings in leadership, more off than on international diplomacy and institutional failures account for this in almost equal measure.

Changes and shortcomings in leadership, more off than on international diplomacy and institutional failures account for this in almost equal measure.

Although the survey figures show that men and women are victims in nearly equal measure, there are still major differences.

And let's say we know that the measure of angle ABC is equal to 50 degrees.

So the measure of angle DBA plus the measure of angle ABC, is equal to 90 degrees, they form a right angle when you add them up.

Or I could rewrite this as two times the measure of angle CEA is equal to 180 degrees.

So if you were to add the two measures of these, so let me write this down, the measure of angle MNO plus the measure of angle XYZ, is equal to, this is going to be equal to 120 degrees plus 60 degrees.

Well, you measure and measure and measure.

But in equal measure we are full of admiration for the courage and determination displayed by the British Government and the British people.

With PlSA, we wanted to measure how they actually deliver equity, in terms of ensuring that people from different social backgrounds have equal chances.

The measure had been generally well accepted, although some felt that women should compete on an equal footing with men.

And let's say we know the measure of angle DBA, let's say we know that that's equal to 40 degrees.

...measure of control. Measure of control.

That's what you measure I guess in the metric system, they measure gold in terms of grams.

And the only difference between congruent and being equal is that congruent says they can have the same angle measure, but they could be in different directions.

Measure

Measure

They measure not Allah His rightful measure . Lo !

They measure not Allah His rightful measure . Lo !