Answer:
Even if a person doesn't show symptoms, they can still have it.
Step-by-step explanation:
That's the problem.
Even if you think everyone isn't sick, they very well could be, and because there is no vaccine and it spreads so quickly, there's a chance that all the people in that group could get it.
A zero coupon bond is a type of bond that is sold below its
face value but pays no interest. At maturity, Arthur will be able to have
$5,000 but he paid $4,000 for it. Therefore, he was able to earn $1,000 ($5,000
- $4,000) from the bond.
The errors are ...
... The box ends and the minimum are in the wrong places.
_____
The data sorted in order is 1, 6, 26, 27, 30, 31, 33, 34, 59.
The minimum is 1, not 0.
The first quartile is the average of 6 and 26, which is 16, not 10.
The median is 30, as shown.
The third quartile is the average of 33 and 34, which is 33.5, not 35.
The maximum is 59, as shown.
Isosceles trapezoid has one pair of equal side and one pair of parallel side
For trapezoid ABCD, line AB equals to line CD and line AD is parallel to BC. The two diagonals, AC and BD, also has equal length.
Angle BAD equals to angle ADC
Angle ABC equals to BCD
Point E, where the two diagonals intersect, isn't the middle point of the diagonals.
Hence, from the options, the correct statements are
BC||AD
BA equals to CD
Angle CBA equals to angle BCD
You can use the Law of Sines for this problem, but what makes it tough at first glance is that they put a step in before you can use it directly. That first step is to get m∠C. When solving a triangle, always get the third angle if you know the other two so that you can use the Law of Sines (or Law of Cosines) more directly.
The sum of the angles of any triangles is 180°. We know the measures of the two other angles. So we subtract them from 180° to find that third angle.
180° - 76° - 66° = 38°
Now we can use the proportion from the picture. Angle B measures 76°, side b is our unknown, Angle C measures 38°, and side c measures 3 units.
sin 76° sin 38°
----------- = -----------
b 3
Cross multiply to find b (the side). We carry out five places in these calculations to get more accuracy.
3 * sin 76° = b * sin 38°
b = 3 * sin 76° 3 * 0.56611 1.69832
--------------- = --------------- = ---------------- = 5.73044
sin 38° 0.29636 0.29636
To the nearest tenth, b - 5.7 units.
