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Mark is proving the Pythagorean Theorem. He drams right triangle KL with altitude JM First he proves JKLAMK) and JKL-MIL ssing the Angle-Angle criterion. The
rest of his groot is shown with some steps missing
HELP PLSSSSS ASAP

Mark is proving the Pythagorean Theorem He drams right triangle KL with altitude JM First he proves JKLAMK and JKLMIL ssing the AngleAngle criterion The rest of class=

Respuesta :

semsee45

Answer:

a)

Step-by-step explanation:

Given:  Step 3

(JK)² = LK · MK  and  (LJ)² = LK · ML

Step 4

Addition property of equality

(JK)² + (LJ)² = LK · MK + LK · ML

Step 5

Distributive property

(JK)² + (LJ)² = LK (MK + ML)

Option A

addition property of equality

  • a^2=bc
  • d^2=ef

So

  • a^2+d^2=bc+ef

And

Distributive property

  • a(b+c)=ab+bc

Hence option A is correct

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