• Name: Homework 1.2 Math 2201 k(Q- 1. Make a conjecture about the dimensions of the two tabletops. How can you determine if your conjecture is valid? tufe. • I ke CoAj two 'bbies iedLoiLs 2 .As w ■ elf(c 'I cov1/4; e .E0 r e is or Je...tef" lo Lo.vel MetxruriK. .te1/46(€ 2. Examine the number pattern. Make a conjecture about this pattern. What steps can you take to determine if your conjecture is valid? (0...jecivre uvj:( pc.ki -brA. 123 LA.): t( C C. 78/F76, 5 1132( 1 i9 Lct oe 12 , LA);(( 11 2 = 121 111 2 = 12321 1111 2 = 1234321 S'tor e \.) Se- Co-LAO-tor,' or ConArters co,tive +L e p att tr. vv., 3. If two congruent regular heptagons are positioned so that they share a side, a dodecagon (12-sided polygon) is formed. If two congruent regular hexagons are positioned so that they share a side, a decagon is formed. If two congruent regular pentagons are positioned so that they share a side, an octagon is formed. Make a conjecture about positioning two congruent regular quadrilaterals so that they share a side. Determine whether your conjecture is valid. Record your evidence. ectvre ()Ike l e-55 (A)Le..... V 0.14.0 .t tke-r S ;Jac +LcA..-■ FI ; r Iv% tL-e.. two 0._ or ji.,„,( Kt Lir e.4 kms 4--L)0 t(A -(11: ur e -to . -FL e. ov\ij hoar • of iAse i kj s n'les Two heptagons, sharing a side to form a dodecagon.
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