7).
8)
These three values can not be used to create an valid triangle.
9)
Question 7 2 pts For Oblique Triangle ABC with A =39º, a = 20, and b...
Question 6 2 pts For Oblique Triangle ABC with A =35°, B = 25°, and c = 68, (without working out the problem) how many triangles could this information be describing? one triangle possibly of 0 or 2 triangles
Question 1 2 pts For Oblique Triangle ABC with A =70°, B = 55°, and a = 12, what measurement abbreviation is this? AAS ASA Ο Ο Ο Ο Ο SSA SAS SSS Question 2 2 pts For Oblique Triangle ABC with A =35°, B = 25°, and c = 68, what measurement abbreviation is this? AAS ASA Ο Ο Ο Ο Ο SSA SAS SSS Question 3 2 pts
For Oblique Triangle ABC with B =35º, a = 17, and c = 12, what measurement abbreviation is this? AAS O o ASA SSA SAS O o SSS Question 4 2 pts For Oblique Triangle ABC with A=40°, a = 6, and b = 4, what measurement abbreviation is this? AAS ASA Ο Ο Ο Ο Ο SSA SAS SSS Question 5 2 pts For Oblique Triangle ABC with a =26.1, b = 40.2, and c = 36.5, what measurement...
Question 4: (3 points) An oblique triangle ABC has side lengths a = 12, b= 170 and c= 170. Determine the internal angles of the triangle ZA and B in degrees to two decimal places. ZA_ (degrees, 2 decimal places) ZB _ (degrees, 2 decimal places)
4. In triangle ABC we are given the following: a = 16 cm, b = 20 cm, ZC = 70°. (i) Use the law of cosines to calculate the value of c to the nearest hundredth of a unit of length. (ii) Use the law of sines to calculate the measure of ZA to the nearest degree. (iii) Find the measure of ZB. (iv) Determine whether the given data produce one triangle, two triangles, or no triangle at all. (v)...
Question 10.... Solve the triangle ABC, where ZA = 45°, a 7 2, and b 7. 45
Q6
4 pts) In each of the following, two sides and an angle of a triangle are given. Assume a 'pposite side a, ß is opposite side b, and y is opposite side c. Determine whether the giv nformation results in two triangles, one triangle, or no triangle at all. Clearly show how he Law of Sines to answer the question. You don't need to solve the triangles. a) b= 14,c = 23, B = 82° b) a = 4.5,c=7,a...
help please
D Question 1 Given that in a triangle ABC, A = 60°, B = 66°, and a = 7.1. Solve for the value of b, accurate to two decimal places. a, b, c denote the lengths of the sides opposite to the vertices A, B, C, respectively. 6.73 0 6.63 © 7.60 6.29 749 Question 2 Given that in triangle ABC. A - 118°, 6 - 9, and c-14. find its area accurate to two decimal places. 55.63...
pls
answer of of the parts to the question
In the following exercise, two sides and an angle are given. First determine whether the information results in no triangle, one triangle, or two triangles. Solve the resulting triangle a = 22.9, b 32.7, and A-66.8° Determine the value of sin B. sin B (Round to four decimal places as needed.) How many and what type of triangle does the given information produce? Use the rounded value of sin B. O...
#2 Part a & b
26, C=107", b = 33. 2. How many triangle(s) can you make for each problem from the given information? Graph and show your work. Koop your answers in one decimal place calculator ok. a) A-65°, a = 18m b = 22. b) A=58°, a = 20, b = 22.