Proof pythagorean theorem
4
Proof of thePythagorean Theorem Have:A square inside a square. Visua\ Proo$ $o,^ t:,q,d) trianXlg. Ch I hdr 5.60-aoot$.C.f. fttrofi*trnn Pyil.axorqs -rat - 1trg.c.€. li b = Arrr, SnnqttS4na,.o :LT :.ct + f : * i-ac[ a --.*s#e) :L* q (* "L) + 1 (A,uo ,* lTru^qi.) 6uL f .o r,. d iq{ret nn g Fo' \, s CLT, ReJuc + + :L{b z A r"q Brg fr \r.qr( fr tb){a+u) aL+ q"b+4b +f ? q-+zabt -l * ?4h ) t\ f,,** h *1. I \J r\ai-'b Ult-a (^\ J*T \ OU e, f t t!."1 L,dn im r: $"'n*r*'* en\l f*ro tldeg o( tnie^${*u t *.e th,,*J slde * *, i g-,,t 1;i+ rJ -
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Transcript of Proof pythagorean theorem
Proof of the Pythagorean TheoremHave: A square inside a square.
Visua\ Proo$ $o,^ t:,q,d)tr ianXlg. C h I hdr 5.60-aoot$.C.f.fttrofi*trnn Py il.axorqs
-rat - 1trg.c.€.
l ib
= A rrr, SnnqttS4na,.o
:LT
:.ct +
f : * i-ac[
a
- - . *s#e)
:L*
q (* "L)
+ 1 (A,uo,* lTru^qi.)
6uL f .o r,.d iq{ret nn g
Fo' \, s
CLT, ReJuce
+
+:L{bz
A r"q Brg fr \r.qr(
fr tb){a+u)
aL+ q"b+4b +f
?q-+zabt- l* ?4h
) t \f , , * * h*1. I \J
r \ a i - ' b
Ult-a( ^ \
J*T \ OU
e, f t t!."1L,dn im r:
$"'n*r*'* en\l f*ro tldeg o(
tnie^${*u t *.e th,,*J slde* *, i g-,,t 1;i+ rJ -
Proof of the Pythagorean TheoremHave: A square inside a square.
Visua\ Proo$ $o,^ t:,q,d)tr ianXlg. C h I hdr 5.60-aoot$.C.f.fttrofi*trnn Py il.axorqs
-rat - 1trg.c.€.
l ib
= A rrr, SnnqttS4na,.o
:LT
:.ct +
f : * i-ac[
a
- - . *s#e)
:L*
q (* "L)
+ 1 (A,uo,* lTru^qi.
L f .o r,.d iq{ret nn g
Fo' \, s
CLT, ReJuce
+
+:L{bz
A r"q Brg fr \r.qr(
fr tb){a+u)
aL+ q"b+4b +f
?q-+zabt- l* ?4h
) t \f , , * * h*1. I \J
r \ a i - ' b
Ult-a( ^ \
J*T \ OU
e, f t t!."1L,dn im r:
$"'n*r*'* en\l f*ro tldeg o(
tnie^${*u t *.e th,,*J slde* *, i g-,,t 1;i+ rJ -
Ted
Rectangle
Reasons
Proof of the Pythagorean TheoremHave: A square inside a square.
Visua\ Proo$ $o,^ t:,q,d)tr ianXlg. C h I hdr 5.60-aoot$.C.f.fttrofi*trnn Py il.axorqs
-rat - 1trg.c.€.
l ib
= A rrr, SnnqttS4na,.o
:LT
:.ct +
f : * i-ac[
a
- - . *s#e)
:L*
q (* "L)
+ 1 (A,uo,* lTru^qi.)
6uL f .o r,.d iq{ret nn g
Fo' \, s
CLT, ReJuce
+
+:L{bz
A r"q Brg fr \r.qr(
fr tb){a+u)
aL+ q"b+4b +f
?q-+zabt- l* ?4h
) t \f , , * * h*1. I \J
r \ a i - ' b
Ult-a( ^ \
J*T \ OU
e, f t t!."1L,dn im r:
$"'n*r*'* en\l f*ro tldeg o(
tnie^${*u t *.e th,,*J slde* *, i g-,,t 1;i+ rJ -
Ted
Rectangle
Proof of the Pythagorean TheoremHave: A square inside a square.
Visua\ Proo$ $o,^ t:,q,d)tr ianXlg. C h I hdr 5.60-aoot$.C.f.fttrofi*trnn Py il.axorqs
-rat - 1trg.c.€.
l ib
= A rrr, SnnqttS4na,.o
:LT
:.ct +
f : * i-ac[
a
- - . *s#e)
:L*
q (* "L)
+ 1 (A,uo,* lTru^qi.)
6uL f .o r,.d iq{ret nn g
Fo' \, s
CLT, ReJuce
+
+:L{bz
A r"q Brg fr \r.qr(
fr tb){a+u)
aL+ q"b+4b +f
?q-+zabt- l* ?4h
) t \f , , * * h*1. I \J
r \ a i - ' b
Ult-a( ^ \
J*T \ OU
e, f t t!."1L,dn im r:
$"'n*r*'* en\l f*ro tldeg o(
tnie^${*u t *.e th,,*J slde* *, i g-,,t 1;i+ rJ -
Ted
Rectangle
Ted
Rectangle
