1 In the diagram below, AABC is circumscribed about circle O and the sides of AABC are tangent to the circle at points D, E, and F. 3 In the figure shown below, quadrilateral TAEO is circumscribed around circle D. The midpoint of TA is R, and HO = PE. в R D. H If AB = 20, AE = 12, and CF = 15, what is the length of AC? 1) 8 2) 15 3) 23 4) 27 E If AP = 10 and EO = 12, what is the perimeter of quadrilateral TAEƠ? 1) 56 2) 64 3) 72 4) 76 2 In the diagram below, AB, BC, and AC are tangents to circle 0 at points F, E, and D, respectively, AF = 6, ČD = 5, and BE = 4. 4 In the accompanying diagram, circle O is inscribed in AABC so that the circle is tangent to AB at F, to BC at E, and to AC at D. If AF = FB = 5 and DC = 7, find the perimeter of AABC. What is the perimeter of A ABC? 1) 15 2) 25 3) 30 4) 60

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I need help answering #7

Solve. -6 4 30 3 1 -2 -23 5 -5 -47 3 -2 2

Please help me answer the following questions. Thank you

The locations of a spider (S) and its prey (P) are shown on the box below. The spider is on the front of the box, 1" from the bottom and 1" from the left side. The prey is on the back of the box 1" from the top and 1" from the right. The front, top and bottom sides of the box are 2" X 3". The left and right sides of the box are each 2" X 2". Find the shortest distance the spider must travel to get its prey. Find this length.

solve. x4-362+35=0