Mathematics, 19.10.2019 00:30 cowsareawesomeness

Δfgh is an acute triangle. if gx ⊥ fh, then fg > gx. why?
a) fg is the hypotenuse of δ fgx.
b) fg is the hypotenuse of δ hgx.
c) fg is the hypotenuse of δ fgh.
d) the statement is false because fg is not greater than gx.

Answers: 2

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Δfgh is an acute triangle. if gx ⊥ fh, then fg > gx. why?
a) fg is the hypotenuse of δ fg...

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More questions: Mathematics Another questions

Δfgh is an acute triangle. if gx ⊥ fh, then fg > gx. why? a) fg is the hypotenuse of δ fgx. b) fg is the hypotenuse of δ hgx. c) fg is the hypotenuse of δ fgh. d) the statement is false because fg is not greater than gx.

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Another question on Mathematics

Δfgh is an acute triangle. if gx ⊥ fh, then fg > gx. why?
a) fg is the hypotenuse of δ fgx.
b) fg is the hypotenuse of δ hgx.
c) fg is the hypotenuse of δ fgh.
d) the statement is false because fg is not greater than gx.