You have been given a 30 cm pipe cleaner and must make an isosceles triangle with it without any length leftover. Your first bend is 8 cm from one end of the pipe cleaner.
a. Provide two possible combinations of possible side lengths the triangle could have
b. Explain why those combinations work
a. Could this triangle be an equilateral triangle
b. Why or why not
Ans:
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Solve the problem.The parking lot at a medical center has 60 cars in it. 90% of the cars are two-door. How many cars are two-door?
A. 7 cars B. 540 cars C. 67 cars D. 54 cars
Graph the scalar product of the complex number shown in the graph and the given number.-2
a = 1 - 2j
A. 
b = -2(1 - 2j)
B. 
b = -2(1 - 2j)
C. 
b = -2(1 - 2j)
D. 
b = -2(1 - 2j)
Write the first four terms of the recursive sequence.a1 = 8, an = 1 - 
for n ? 2
A. 8, 
, 
, -6
B. 8, 
, - 
, 8
C. 8, - 
, 
, 
D. 8, 
, - 
, -8
Find z1z2. Express the answer in standard form.z1 = 3(cos 45° + i sin 45°)z2 = 2(cos 90° + i sin 90°)
A. 3
- 12i
B. 2
- i
C. -6
- 6i
D. -3
+ 3i