Question

Determine whether the two triangles shown below are similar. If similar, complete the similarity statement and give the reason for the similarity. Δ APT ~ Δ _____ not similar similar; DPE by AA similarity similar; EPD by SAS similarity similar; DPE by ASA similarity similar; EPD by AA similarity similar; EPD by ASA similarity similar; EPD by SAS similarity similar; DPE by SSS similarity similar; DPE by SSS similarity

Answer 1

Answer:

(I) tri APT IS SIMILAR TO tri EPD BECAUSE

ANGLE A = ANGLE E (ALTERNATE INTERIOR ANGLES)

ANGLE T = ANGLE D(ALTERNATE INTERIOR ANGLES)

ANGLE P = ANGLE P(VERTICALLY OPPOSITE ANGLES)

THEY BOTH ARE SIMILAR BY AA TEST.

(II) AND TRI DPE IS SIMILAR TO TRI TPA

ANGLE D = ANGLE T (ALTERNATE INTERIOR ANGLES)

ANGLE E = ANGLE A(ALTERNATE INTERIOR ANGLES)

ANGLE P = ANGLE P(VERTICALLY OPPOSITE ANGLES)

THEY BOTH TRI ARE SIMILAR BY AA TEST.

I CAN ONLY EXPLAIN THIS MUCH!

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Step-by-step explanation: