Helen has a rectangular red cloth measuring 8 cm by 15 cm. She cuts out a triangular flag of the largest possible area, then uses all the remaining cloth to make two equal-area red flags. What is the area of each smaller flag in square centimetres?
Triangle ABC has $AB=AC$ and $\angle CAB=40^\circ$. Extend AB beyond B to D so that $\angle ACD=90^\circ$. Find $\angle BCD$ in degrees. Original choices: A.30°; B.40°; C.50°; D.60°; E.70°. None is correct for the angle asked; enter a numeric answer.
Four classroom lights work independently. Each has a 90% probability of still working after 1000 hours. What is the probability that at least one still works then?
Mrs. Jones’s 25 students had a test average of 89. Tony says that if his score had been 96, the class average would have been 90. What was his actual score?