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4. What is the minimum number of right angles there can be?
A8
B10
C3
D0
E 12
F 7
12. Each set of numbers below represents the measures of three angles.
Which set represent angle measures that could be found in a triangle?
A(30o, 100o, 20o)
B(36o, 42o, 65o)
C(30o, 57o, 30o)
D(44o, 63o, 73o)
E (67o, 41o, 62o)
F (29o, 131o, 40o)
19. Here are two triangles. I am trying to measure the area of triangle ABC. The formula for area of a triangle is
base*height/2.
I know the base, but I need to find the height. I know the top of triangle ABC is directly above a point 4.5 units from point A. I also know that <CAB is the same as <FDE, and that ls_DF has a length of 1, and ls_FE has a length of 1.43. What is the area of triangle ABC?
A15.26 square units
B19.31 square units
C25.37 square units
D27.16 square units
E 27.19 square units
F 13.02 square units
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For #4 I said A and it was incorrect.
For #12 I said C and it was incorrect.
For#19 I said F and it was incorrect.
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hi owenflo,
Cannot help with Q4 because this requires a diagram.
Q12. You said C. 30 + 57 + 30 is not 180.
Q19. Sorry. I cannot sort this out either. I'm assuming A is the vertex so I can place D below it so that AD = 4.5 Is that correct? . And where is F?
Children are not defined by school ...........The Fonz
You cannot teach a man anything; you can only help him find it within himself..........Galileo Galilei
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