Which statement is true about the diagram? A line has points A, K, B, T. The distance from A to B is 10, the distance from K to B is 5, and the distance from B to T is 4.
K is the midpoint of AB.
B is the midpoint of KT.
AK = BT
AB = KT

GivenAlinehasA,K,BandT.

The \: distance \: from \: A \:to \: B = 10ThedistancefromAtoB=10

The \: distance \: from \: K \:to \: B = 5ThedistancefromKtoB=5

The \: distance \: from \: B \:to \: T = 4ThedistancefromBtoT=4

\begin{gathered} K \: is \: the \: midpoint \: of \: KT \: and \\B \: is \: the \: midpoint \: of \: KT \end{gathered}

KisthemidpointofKTand

BisthemidpointofKT

i) AK = BT \: \red{ ( False ) }i)AK=BT(False)

\blue {( \because AK = 5 \: and \: BT = 4 ) }(∵AK=5andBT=4)

ii) AB = KT \: \red{ ( False ) }ii)AB=KT(False)

\blue { (\because AB = 10 \: and \: KT = 9 ) }(∵AB=10andKT=9)

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It's A

Step-by-step explanation:

It's K is the midpoint of AB

Just got it right on Edge

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step-by-step explanation:

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