Δabc is a right trianglebd ⊥ ac given
∠ abc = ∠bdc right angles have the same measure.
∠...
Mathematics, 05.11.2019 01:31, Rusven
Δabc is a right trianglebd ⊥ ac given
∠ abc = ∠bdc right angles have the same measure.
∠ bca = ∠ bcd same angle
δabc ~δbdc aa similarity postulate
bc
dc
=
ac
bc
corresponding sides of similar triangles are proportional
bc2 = (ac)(dc) cross multiplication
∠ abc = ∠adb right angles have the same measure
∠ bca = ∠ bad same angle
δabc ~δabd aa similarity postulate
ab
ad
=
ac
ab
corresponding sides of similar triangles are proportional
ab2 = (ac)(ad) cross multiplication
ab2 + bc2 = (ac)(ad) + (ac)(dc) addition
ab2 + bc2 = (ac)(ad + dc) ?
ab2 + bc2 = (ac)2 addition
what is the missing reason?
a) addition property
b) division property
c) associative property
d) distributive property
Answers: 3
Mathematics, 21.06.2019 17:30, cupcakes5335
#1-20 state whether the angles are alternate interior, alternate exterior, vertical, or corresponding angles.
Answers: 2
Mathematics, 22.06.2019 00:30, challenggirl
20 ! brainliest ! add and simplify your answer.
Answers: 1
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