Answer:
Why dont you help her then
Step-by-step explanation:
11.-53000 12.-.000992 13.-.041
The possible solutions using the Sine Law are given as follows:
Triangle A:
B = 50.26°
C = 79.74°
Triangle B:
B = 62.79°
C = 70.21°
<h3>What is the sine Rule?</h3>
The sine law asserts that the ratio of a triangle's side length to the sine of the opposing angle is the same for all three sides. The sine rule is another name for it.
<h3>What is the explanation for the above solution?</h3>
Triangle A
Given the sine law:
a/SinA = b/SinB
Hence
Sin B = (b/a) SinA
Sin B = 15/10 (Sin 50)
Sn B = (15/10) * 0.766
Sin B = 1.5 * 0.766
B = Sin⁻1 (1.14)
B = 50.26°
Hence, C =
180 - B - A
= 180 - 50.26 - 50
C = 79.74°
Solution B
Given the sine law:
a/SinA = b/SinB
Hence
Sin B = (b/a) SinA
Sin B = 2/1.6 (Sin 47)
Sn B = 1.25 * 0.73
Sin B = 0.9125
B = Sin⁻1 (0.9125)
B = 62.79°
Hence,
C = 180 - 62.79 - 47
C = 70.21°
Learn more about the Sine Law at;
brainly.com/question/12271113
#SPJ1
My best answer is B) 96 square feet
Using the tree as an origin point we know the location of both corners of the rectangular garden around the tree. this can help us find the area of perimeter of this rectangle -
the rectangle is 3 feet wide and 7 feet long - However only the numbers matter here because we will use them to find the values of the path Jenny is paving which can be depicted as a 3 ft wide border along the rectangular garden.
The values are 7 + 3+ 3 = 13 (I added 3 ft to each side )
and 3 + 3 + 3 = 9 ( added 3 ft border to each side)
Now we can find the area of this new larger rectangle
13 x 9 = 117
then we subtract the area of the garden within this larger rectangle so that we may be left with only the <em>area of the path on the outside</em>
7( Length of inside rectangle) x 3 ( Width of inside rectangle) = 21 ft squared (area of inside garden)
so then the total area 117 - 21 ( internal area used for gardening)
Which gives us the final answer of B) 96 square feet
