Answered

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In the diagram, points Q, R, S and T are collinear and PR = RS. IF RS = 12 and RT = 30, finda) QRb) STc) QSd) QT

In The Diagram Points Q R S And T Are Collinear And PR RS IF RS 12 And RT 30 Finda QRb STc QSd QT class=

Sagot :

The diagram shows:

Assuming that the text meant to say that

QR ≅ RS

If RS= 12, then QR=12

Point S divides segment RT into two, segments RS and ST

This means that RT=RS+ST

Then we can calculate ST as

[tex]\begin{gathered} RT=RS+ST \\ ST=RT-RS \\ ST=30-12 \\ ST=18 \end{gathered}[/tex]

To calculate segment QS, you have to add QR and RS

[tex]\begin{gathered} QS=QR+RS \\ QS=12+12 \\ QS=24 \end{gathered}[/tex]

To calculate QT, you can add QS and ST

[tex]\begin{gathered} QT=QS+ST \\ QT=24+18 \\ QT=42 \end{gathered}[/tex]

View image JihannaY589728
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