Examples of using Is going to be equal in English and their translations into Malay
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Colloquial
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Ecclesiastic
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Computer
So this is going to be equal to what?
Or another way of writing thisis that f inverse applied to f of a is going to be equal to a.
So this is going to be equal to 3 and 7/8 miles.
Our number of triangles is going to be equal to 2.
That is going to be equal to the rope squared. Or the length of the rope.
And, of course, that is going to be equal to 0.
So this is going to be equal to the composition of h with f, and the composition of that with g.
We also know that EB is going to be equal to ED.
So this is going to be equal to 1/2 of this huge central angle of theta 1 plus theta 2.
And so we can say that this n is going to be equal to 36* 5/4.
This is going to be equal to 75 degrees+ 60 degrees which isequal to 135 degrees And we are done.
Or you could say that this is going to be equal to 36*5 divided by 4.
We're saying 2 times something plus 4 times that same something is going to be equal to 18.
We know that this is going to be equal to it's vertical angle.
It tells us, when x is equal to negative 1, we should output or out,or y is going to be equal to 3.
We know that five halves is going to be equal to 10 over XZ Is going to be equal to 10 over XZ.
If I take the decimal and I move it 3 spaces to the right,this part right here is going to be equal to 2.81.
So if 10 to some power is going to be equal 3x,10 to the same power is going to be equal to 8.
SOH tells us that sine of some angle, let's call that theta, is equal to the opposite over the hypotenuse. So sine of A,in this example, is going to be equal to the opposite, 21, over the hypotenuse, over x.
Let's figure out what the hypotenuse over here is going to be. So we know-let's call the hypotenuse,"h"-we know that h squared is going to be equal to seven squared plus four squared, we know that from the Pythagorean theorem, that the hypotenuse squared is equal to the square of each of the sum of the squares of the other two sides. h squared is equal to seven squared plus four squared.
We immediately you know that, just using the result I just got, since we have one side of our angles in both cases being a diameter now,we know that psi 1 is going to be equal to 1/2 theta 1.
So if we factor this, x squared minus 11x, plus 24 is going to be equal to x minus 3, times x minus 8.
We could say that the ratio of this side to this side,so x to 7 is going to be equal to the ratio of this side to this side.
And what the Pythagorean theorem tells usis that the sum of the squares of the shorter sides is going to be equal to the square of the longer side, or the square of the hypotenuse.
And that's going to be equal to twelve.
It's going to be equal to 6.
The sum of the squares of these two sides are going to be equal to 14 squared, the hypotenuse squared.
So 3 times the pounds of strawberries plus the pounds of bananas are going to be equal to 10.
And all that tells us is it thesum of the squares of the shorter sides of the triangle are going to be equal to the square of the longer side.