DEFG is a square and ∠BAC=90 show that DE²=BD×EC

In figure DEFG is a square and angle BAC is 90° Show that DE^2= BD xEC. #trianglesclass10

DEFG is a square and ∠BAC=90 show that DE²=BD×EC #triangle #class10

Target 95 | Class 10 | Question - 8 | DEFG is Square and Angle BAC = 90° | Show that DE^2 = BD * EC

In the adjoining figure, DEFG is a square & BAC = 90. Prove that DE^2 = BD x EC | Class 10 Triangles

In the given figure, DEFG is a square and ∠BAC=900. Show that FG^2 = BG×FC.

In the given Fig., DEFG is a square and ∠BAC=90°. Prove that (i) ΔAGF~ΔDBG (ii) ΔAGF~ΔEFG (iii) ΔDBG

DEFG is a square and angleBAC=90°. prove that (i)📐AGF~📐DBG (ii)📐AGF~📐EFC (iii)📐DBG~📐EFC (iv)DE^2=BD×

In the given figure if DEFG is a square and ∠BAC= 90° , then show. | Q30 Class 10th Query Session

Class 10 ch-6 Q 117 | Q 118 | Triangles | Support Material | Important Question | CBSE

Alphonsa School Classes: Mathematics II, part 6

SSC IMP Geometry for Board Exam 2024 Maths 2 Class 10th MH Board

10TH MATHS - 2 LAST MINUTE REVISION || PRASHANT SIR || SSC 2024 || GEOMETRY | SSC MAHARASHTRA BOARD