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What is the value of x? Identify the missing justifications.
mPQR= x+11, mSQR=x+7, and mPQS=100

mPQR+SQR=mPQS a. __________
x + 11 + x + 7 = 100
b. Substitution Property
2x + 18 = 100
c. Simplify
2x = 82
d. __________
x = 41
e. Division Property of Equality
A.Angle Addition Postulate; Subtraction Property of Equality

B.Protractor Postulate; Addition Property of Equality

C.Angle Addition Postulate; Addition Property of Equality

D.Protractor Postulate; Subtraction Property of Equality

What is the value of x Identify the missing justifications mPQR x11 mSQRx7 and mPQS100 mPQRSQRmPQS a x 11 x 7 100 b Substitution Property 2x 18 100 c Simplify 2 class=

Respuesta :

The correct answer is:

A.Angle Addition Postulate; Subtraction Property of Equality

Explanation:

The angle addition postulate states that if you place two angles side by side, then the measure of the resulting angle will be equal to the sum of the two original angle measures.  This gives us m∠PQR+m∠SQR = m∠PQS.

The next missing justification is for the step that takes 2x+18=100 to 2x=82.  In order to get here, we subtract 18 from each side; the property that allows this is the subtraction property of equality.

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