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In isosceles right angled triangle ABC , AB=BC= x cms.(let) and hypotenuse
AC^2= 98sq.cm. => AC =√98 = 7√2 cm.
AB^2+BC^2=AC^2
or. x^2+x^2=98.
or. 2.x^2=98 cm^2.
or. x^2=49 cm^2.
or. x= 7.cm.
AB=BC= 7 cms. and. AC=7√2 cms.
AC^2= 98sq.cm. => AC =√98 = 7√2 cm.
AB^2+BC^2=AC^2
or. x^2+x^2=98.
or. 2.x^2=98 cm^2.
or. x^2=49 cm^2.
or. x= 7.cm.
AB=BC= 7 cms. and. AC=7√2 cms.
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