Morrison Boone
10/10/2024 · Elementary School
e Reasoning Describe a range of masses that could be the elastic limit of this spring. Problem-solving a Draw a coordinate grid on squared paper with \( x \) - and \( y \)-axes from 0 to 10 . Plot the points \( A(2,5), B(0,3) \) and \( C(2,1) \). b Work out possible coordinates of a fourth point i \( D \) so that \( A B C D \) is a square ii \( E \) so that \( A B C E \) is a kite iii \( F \) so that \( A B C F \) is an arrowhead iv \( G \) so that \( A B C G \) is a trapezium.
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a) Draw a 10x10 coordinate grid and plot points \( A(2,5) \), \( B(0,3) \), and \( C(2,1) \).
b) For a square, \( D \) is at \( (4,3) \) or \( (0,1) \). For a kite, \( E \) is at \( (1,7) \) or \( (1,1) \). For an arrowhead, \( F \) is at \( (2,7) \) or \( (2,0) \). For a trapezium, \( G \) is at \( (0,5) \) or \( (0,1) \).
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