Solve the inequality: -2 (2x – 4) < 4 (2 - x).
1 answer:
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<u>Answer:</u>
P = 61.9°
<u>Step-by-step explanation:</u>
We are given a right angled triangle, ΔPQR, with known side lengths for all three sides and we are to find the measure of angle P.
For that, we can use sin, cos or tan.
P = 61.9°
<u><em>Answer:</em></u>
The first 6 is 10 times greater than the second one
<u><em>Explanation:</em></u>
The given number is 660,472
<u>This number can be rewritten as:</u>
660,472 = 600,000 + 60,000 + 400 + 70 + 2
<u>Now, comparing this to the place-value chart shown in the attached image, we would find that:</u>
The first 6 represents the hundred thousands of the number
The second 6 represents the ten thousands of the number
The 0 represents the thousands of the number
The 4 represents the hundreds of the number
The 7 represents the tens of the number
The 2 represents the ones of the number
<u>Now, we are comparing the values of the 6s:</u>
The first 6 represents the hundred thousands of the number
The second 6 represents the ten thousands of the number
<u>This means that:</u>
The first 6 is 10 times greater than the second one
Hope this helps :)
The first 6 is 10 times greater than the second one
<u><em>Explanation:</em></u>
The given number is 660,472
<u>This number can be rewritten as:</u>
660,472 = 600,000 + 60,000 + 400 + 70 + 2
<u>Now, comparing this to the place-value chart shown in the attached image, we would find that:</u>
The first 6 represents the hundred thousands of the number
The second 6 represents the ten thousands of the number
The 0 represents the thousands of the number
The 4 represents the hundreds of the number
The 7 represents the tens of the number
The 2 represents the ones of the number
<u>Now, we are comparing the values of the 6s:</u>
The first 6 represents the hundred thousands of the number
The second 6 represents the ten thousands of the number
<u>This means that:</u>
The first 6 is 10 times greater than the second one
Hope this helps :)
Check the picture below.
a rhombus has a few features, the diagonals meet at right-angles, that means angle 1 is clearly a right-angle.
because the rhombus is just a slanted square, namely, even though it's slanted, the sides are all equal in length, and because of that, the angles on the 2 locations, will be smaller than the angles at the 3 locations.
since the rhombus has 4 congruent triangles, we can check any of those, keeping in mind that the sum of their interior angles must be 180°. So whatever ∡2 and ∡3 are, they must add up to 90, and ∡2 being the smaller one.
so 90° and 41° and 49°, gives us 90 + 41 + 49 = 180.
a rhombus has a few features, the diagonals meet at right-angles, that means angle 1 is clearly a right-angle.
because the rhombus is just a slanted square, namely, even though it's slanted, the sides are all equal in length, and because of that, the angles on the 2 locations, will be smaller than the angles at the 3 locations.
since the rhombus has 4 congruent triangles, we can check any of those, keeping in mind that the sum of their interior angles must be 180°. So whatever ∡2 and ∡3 are, they must add up to 90, and ∡2 being the smaller one.
so 90° and 41° and 49°, gives us 90 + 41 + 49 = 180.