if Z is the midpoint of RT, what are X, RZ, and RT?
R Z T
a. x=13, RZ= 48, and RT=24
b. x=11, RZ=16, and RT=32
c. x=13, RZ=24, and RT=48
d. x=15, RZ=24, and RT=48
Stacey Warren - Expert brainly.com
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you welcome np
never mind hahaha that was wrong @lulu22
what u mean
that wasnt the correct answer lol @lulu22
so what is it then cuz i work it out and that is what I got
The answer is C. For one, you can see that since Z is the midpoint, those two segments must be equal, so 4x-28 = 24. Well 4x-28 is RZ, so RZ must equal 24. The length of the segment RT would then be the sum of the lengths of the two segments RZ and ZT: 24 + 24. You can do algebra then to solve for x in the equation 4x-28 = 24, to see that x=13.