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Question 1093841: Solve triangle ABC using the Law of Cosines. Round to the nearest tenth.
side c = 62.5 cm
∠B = 20°
side a = 88.2 cm
Select one:
a. b = 36.4 cm, ∠A = 124.0°, ∠C = 36.0°
b. b = 80.7 cm, ∠A = 158.0°, ∠C = 2.0°
c. b = 36.4 cm, ∠A = 56.0°, ∠C = 104.0°
d. b = 80.7 cm, ∠A = 22.0°, ∠C = 138.0°
Click here to see answer by Alan3354(69443)  |
Question 1093844: olve the triangle using the Law of Sines. Round to the nearest tenth.
side a = 18m
∠A = 19°
∠B = 25°
What are the lengths of sides b and c?
Select one:
a. b = 23.4 m, c = 38.4 m
b. b = 23.2 m, c = 38.8 m
c. b = 22.7 m, c = 37.8 m
d. b = 23.9 m, c = 38.2 m
Click here to see answer by Alan3354(69443)  |
Question 1093843: Solve triangle ABC using the Law of Cosines. Round to the nearest tenth.
side c = 62.5 cm
∠B = 20°
side a = 88.2 cm
Select one:
a. b = 36.4 cm, ∠A = 124.0°, ∠C = 36.0°
b. b = 80.7 cm, ∠A = 158.0°, ∠C = 2.0°
c. b = 36.4 cm, ∠A = 56.0°, ∠C = 104.0°
d. b = 80.7 cm, ∠A = 22.0°, ∠C = 138.0°
Click here to see answer by Alan3354(69443)  |
Question 1093845: Solve using the Law of Sines and a scaled drawing. If two triangles exist, solve both completely. Round to the nearest tenth.
side a = 23.9 mi
∠B = 64°
side b = 22.0 mi
Select one:
a. ∠A = 77.5°, ∠C = 38.5°, c = 15.2 mi
b. ∠A = 102.5°, ∠C = 13.5°, c = 5.7 mi
c. ∠A = 77.5°, ∠C = 38.5°, c = 15.2 mi or ∠A = 102.5°, ∠C = 13.5°, c = 5.7 m
d. Not possible
Click here to see answer by Alan3354(69443)  |
Question 1094040: A race car traveling northward on a straight, level track at a constant speed travels 205 m in 2.75 seconds. The return trip over the same track is made in 3.25 seconds.
A. What is the average speed of the car in m/s for the first half of the trip?
B. What is the average speed of the car over the entire trip?
C. What is the total displacement of the car at letter A? Letter B?
Click here to see answer by josmiceli(19441)  |
Question 1094057: I know that the sequence models the value of a television that originally costs $2500.00, but decreases 20% in value each year. What do you know?
Explicit Equation:
Recursive Equation:
Graph:
Thanks so much! I really need a lot of help on this question.
Taylor
Click here to see answer by ikleyn(52777)  |
Question 1094104: Solve the triangle using the Law of Sines. Round to the nearest tenth.
side a = 18m
∠A = 19°
∠B = 25°
What are the lengths of sides b and c?
Select one:
a. b = 23.4 m, c = 38.4 m
b. b = 23.2 m, c = 38.8 m
c. b = 22.7 m, c = 37.8 m
d. b = 23.9 m, c = 38.2 m
Click here to see answer by Alan3354(69443)  |
Question 1094106: Solve using the Law of Sines and a scaled drawing. If two triangles exist, solve both completely. Round to the nearest tenth.
side a = 23.9 mi
∠B = 64°
side b = 22.0 mi
Select one:
a. ∠A = 77.5°, ∠C = 38.5°, c = 15.2 mi
b. ∠A = 102.5°, ∠C = 13.5°, c = 5.7 mi
c. ∠A = 77.5°, ∠C = 38.5°, c = 15.2 mi or ∠A = 102.5°, ∠C = 13.5°, c = 5.7 m
d. Not possible
Click here to see answer by Alan3354(69443)  |
Question 1094491: The volume, in cubic centimeters, of a rectangular box can be modeled by the polynomial expression 2x^3+17x^2+38x+15. Determine possible dimension of the box if the height, in centimeters, is given by x+5.
This is Grade 12 Polynomial Equations and Inequalities!
Click here to see answer by Alan3354(69443)  |
Question 1095641: A vacant city lot is being turned into a neighborhood garden. The neighbors want to fence in a triangular section of the lot and plant flowers there. The longest side of the triangular section is 8 feet shorter than twice the shortest side. The third side is 4 feet longer than the shortest side. The perimeter is 56 feet. How long is each side?
Click here to see answer by ankor@dixie-net.com(22740)  |
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