Ford Simpson
09/16/2024 · Primary School
4. \( V(2 ; 3), W(-3 ; 4) \) and \( Z(1 ;-4) \) are the vertices of \( \triangle V W Z \) and \( V^{\prime}(12 ; 18) \), \( \quad \) 6. If \( \Delta V^{\prime} \) if \( \Delta V^{\prime} \) \( W^{\prime}(-18 ; 24) \) and \( Z^{\prime}(6 ;-24) \) are the vertices of \( \triangle V^{\prime} W^{\prime} Z^{\prime} \). a) State the factor of enlargement. b) Complete the following statements: i) perimeter \( \triangle V W Z: \) perimeter \( \triangle V^{\prime} W^{\prime} Z^{\prime}=\square: \square \) ii) area \( \triangle V W Z: \) area \( \triangle V^{\prime} W^{\prime} Z^{\prime}=\square: \square \).
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a) Factor of enlargement: 6
b)
i) perimeter \( \triangle V W Z : \) perimeter \( \triangle V^{\prime} W^{\prime} Z^{\prime} = 1 : 6 \)
ii) area \( \triangle V W Z : \) area \( \triangle V^{\prime} W^{\prime} Z^{\prime} = 1 : 36 \)
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