To Complete: the statement RW?=ZR?=WZ? in the figure shown, Given: Figure is shown below.

Calculation: In △RWZand△ZWS. ∠WRZ=∼∠WZS∴(Given) ∠W=∼∠W∴(Common) WZ=∼WZ∴(Common) By AAS similarity, △RWZ∼△ZWS. Therefore, RWZW=ZRSZ=WZWS Therefore, the answer is ZW, SZ and WS.

Step by step solution to "To Complete: the statement RW?=ZR?=WZ? in the figure..."

Nann

Answered question

2021-02-11

To Complete: the statement $\frac{R W}{?} = \frac{Z R}{?} = \frac{W Z}{?}$ in the figure shown,
Given:
Figure is shown below.

Answer & Explanation

faldduE

Skilled2021-02-12Added 109 answers

Calculation:
In

△ R W Z and △ Z W S

∠ W R Z \tilde{=} ∠ W Z S ∴

(Given)

∠ W \tilde{=} ∠ W ∴

(Common)

W Z \tilde{=} W Z ∴

(Common)
By AAS similarity,

△ R W Z \sim △ Z W S

.
Therefore,

\frac{R W}{Z W} = \frac{Z R}{S Z} = \frac{W Z}{W S}

Therefore, the answer is ZW, SZ and WS.

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