Exploring DACC Project Techniques

What does SSA stand for in the context of triangle solutions?

• Side-Side-Angle

• Side-Angle-Side

• Angle-Side-Angle

• Angle-Angle-Side

What is the formula for calculating the height (H) in a triangle?

• H = B * sin(A)

• H = B - A

• H = A + B

• H = A / B

In which scenario is there no triangle solution according to the Law of Sines?

• A is twice H

• A is greater than H

• A is less than H

• A is equal to H

How many solutions are possible when side A is greater than side B but less than height H?

• One solution

• No solutions

• Two solutions

• Infinite solutions

How do you determine the number of triangle solutions in SSA scenarios?

• Compare side A with height H

• Calculate the area of the triangle

• Use the Pythagorean theorem

• Compare angle sizes

What is the next step after calculating the sine of angle B in the Law of Sines?

• Divide by side B

• Multiply by side A

• Use inverse sine to find angle B

• Calculate angle C

What indicates that there is exactly one triangular solution?

• A is equal to H

• A is less than H

• A is less than B

• A is greater than or equal to B

In a scenario with two triangular solutions, what is unique about the second triangle's angle B?

• It is equal to angle A

• It is smaller than the first angle B

• It is the supplement of the first angle B

• It is twice the size of the first angle B

What does the SSA condition uniquely allow for in triangle solutions?

• Only one solution

• Multiple solutions

• Always right triangles

• No solutions

What is the role of the Law of Sines in solving SSA triangle problems?

• It defines the types of triangles

• It helps determine the number of solutions

• It is used to calculate the area

• It is used to calculate the perimeter