What hypotheses of a right angle triangle if ab=12 bc=9
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Answer:
Given: In right triangle ABC
AB=12,BC=9
To find:AC
(AC)^2=(AB)^2+(BC)^2[By Pythagoras theorum]
AC^2=(12)^2+(9)^2
AC^2=144+81
AC^2=225
AC=√225
AC=15
(AC)^2=
Answered by
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ab+bc=ac
12+9=ac
21=ac
Therefore ac=21
12+9=ac
21=ac
Therefore ac=21
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