IMO Level 1- Mathematics Olympiad (SOF) Class 6: Questions 595 - 599 of 1059

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Question number: 595

» Basic Geometrical Ideas

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MCQ▾

Question

A pyramid has ________ edges representing the portions of lines.

Choices

Choice (4) Response

a.

12

b.

8

c.

14

d.

16

Question number: 596

» Basic Geometrical Ideas

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MCQ▾

Question

The total boundary length of a square is called ________.

Choices

Choice (4) Response

a.

Diameter

b.

Volume

c.

Perimeter

d.

Area

Question number: 597

» Data Handling

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MCQ▾

Question

The vertical line in the graph is called

Choices

Choice (4) Response

a.

Y-axis

b.

Line

c.

X-axis

d.

None of the above

Question number: 598

» Fractions

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MCQ▾

Question

The models are shaded to show which of the following?

Image of two boxes having other brick shaded parts

Image of Two Boxes Having Other Brick Shaded Parts

Find the relation of fractions of shaded parts

Choices

Choice (4) Response

a.

b.

c.

d.

Question number: 599

» Fractions

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MCQ▾

Question

Which of the following is true for the shaded parts of the models shows?

Triangle poly1 Triangle poly1: Polygon A, B, C Triangle poly2 Triangle poly2: Polygon A, D, C Triangle poly1_1 Triangle poly1_1: Polygon A_1, B_1, C_1 Triangle poly2_2 Triangle poly2_2: Polygon A_2, D_2, C_2 Triangle poly1_2 Triangle poly1_2: Polygon A_3, B_2, C_3 Triangle poly2_3 Triangle poly2_3: Polygon A_4, D_3, C_4 Triangle poly1_3 Triangle poly1_3: Polygon A_5, B_3, C_5 Triangle poly2_4 Triangle poly2_4: Polygon A_6, D_5, C_6 Triangle poly2_5 Triangle poly2_5: Polygon A_8, D_7, C_7 Triangle poly1_4 Triangle poly1_4: Polygon A_ {10}, B_4, C_8 Triangle poly2_6 Triangle poly2_6: Polygon A_ {11}, D_ {10}, C_9 Triangle poly1_5 Triangle poly1_5: Polygon A_ {13}, B_6, C_ {10} Triangle poly2_7 Triangle poly2_7: Polygon A_ {14}, D_ {13}, C_ {12} Triangle poly2_8 Triangle poly2_8: Polygon A_ {16}, D_ {15}, C_ {13} Triangle poly2_9 Triangle poly2_9: Polygon A_ {18}, D_ {17}, C_ {14} Triangle poly1_7 Triangle poly1_7: Polygon A_ {22}, B_ {12}, C_ {19} Triangle poly2_ {10} Triangle poly2_ {10}: Polygon A_ {23}, D_ {23}, C_ {21} Segment c Segment c: Segment [A, B] of Triangle poly1 Segment a Segment a: Segment [B, C] of Triangle poly1 Segment b Segment b: Segment [C, A] of Triangle poly1 Segment c_1 Segment c_1: Segment [A, D] of Triangle poly2 Segment a_1 Segment a_1: Segment [D, C] of Triangle poly2 Segment d Segment d: Segment [C, A] of Triangle poly2 Segment c_2 Segment c_2: Segment [A_1, B_1] of Triangle poly1_1 Segment a_2 Segment a_2: Segment [B_1, C_1] of Triangle poly1_1 Segment b_1 Segment b_1: Segment [C_1, A_1] of Triangle poly1_1 Segment c_4 Segment c_4: Segment [A_2, D_2] of Triangle poly2_2 Segment a_4 Segment a_4: Segment [D_2, C_2] of Triangle poly2_2 Segment d_2 Segment d_2: Segment [C_2, A_2] of Triangle poly2_2 Segment c_5 Segment c_5: Segment [A_3, B_2] of Triangle poly1_2 Segment a_5 Segment a_5: Segment [B_2, C_3] of Triangle poly1_2 Segment b_2 Segment b_2: Segment [C_3, A_3] of Triangle poly1_2 Segment c_6 Segment c_6: Segment [A_4, D_3] of Triangle poly2_3 Segment a_6 Segment a_6: Segment [D_3, C_4] of Triangle poly2_3 Segment d_3 Segment d_3: Segment [C_4, A_4] of Triangle poly2_3 Segment c_7 Segment c_7: Segment [A_5, B_3] of Triangle poly1_3 Segment a_7 Segment a_7: Segment [B_3, C_5] of Triangle poly1_3 Segment b_3 Segment b_3: Segment [C_5, A_5] of Triangle poly1_3 Segment c_8 Segment c_8: Segment [A_6, D_5] of Triangle poly2_4 Segment a_8 Segment a_8: Segment [D_5, C_6] of Triangle poly2_4 Segment d_4 Segment d_4: Segment [C_6, A_6] of Triangle poly2_4 Segment c_9 Segment c_9: Segment [A_8, D_7] of Triangle poly2_5 Segment a_9 Segment a_9: Segment [D_7, C_7] of Triangle poly2_5 Segment d_5 Segment d_5: Segment [C_7, A_8] of Triangle poly2_5 Segment c_ {10} Segment c_ {10}: Segment [A_ {10}, B_4] of Triangle poly1_4 Segment a_ {10} Segment a_ {10}: Segment [B_4, C_8] of Triangle poly1_4 Segment b_4 Segment b_4: Segment [C_8, A_ {10} ] of Triangle poly1_4 Segment c_ {11} Segment c_ {11}: Segment [A_ {11}, D_ {10} ] of Triangle poly2_6 Segment a_ {11} Segment a_ {11}: Segment [D_ {10}, C_9] of Triangle poly2_6 Segment d_6 Segment d_6: Segment [C_9, A_ {11} ] of Triangle poly2_6 Segment c_ {12} Segment c_ {12}: Segment [A_ {13}, B_6] of Triangle poly1_5 Segment a_ {12} Segment a_ {12}: Segment [B_6, C_ {10} ] of Triangle poly1_5 Segment b_5 Segment b_5: Segment [C_ {10}, A_ {13} ] of Triangle poly1_5 Segment c_ {13} Segment c_ {13}: Segment [A_ {14}, D_ {13} ] of Triangle poly2_7 Segment a_ {13} Segment a_ {13}: Segment [D_ {13}, C_ {12} ] of Triangle poly2_7 Segment d_7 Segment d_7: Segment [C_ {12}, A_ {14} ] of Triangle poly2_7 Segment c_ {14} Segment c_ {14}: Segment [A_ {16}, D_ {15} ] of Triangle poly2_8 Segment a_ {14} Segment a_ {14}: Segment [D_ {15}, C_ {13} ] of Triangle poly2_8 Segment d_8 Segment d_8: Segment [C_ {13}, A_ {16} ] of Triangle poly2_8 Segment c_ {15} Segment c_ {15}: Segment [A_ {18}, D_ {17} ] of Triangle poly2_9 Segment a_ {15} Segment a_ {15}: Segment [D_ {17}, C_ {14} ] of Triangle poly2_9 Segment d_9 Segment d_9: Segment [C_ {14}, A_ {18} ] of Triangle poly2_9 Segment c_ {17} Segment c_ {17}: Segment [A_ {22}, B_ {12} ] of Triangle poly1_7 Segment a_ {17} Segment a_ {17}: Segment [B_ {12}, C_ {19} ] of Triangle poly1_7 Segment b_7 Segment b_7: Segment [C_ {19}, A_ {22} ] of Triangle poly1_7 Segment c_ {18} Segment c_ {18}: Segment [A_ {23}, D_ {23} ] of Triangle poly2_ {10} Segment a_ {18} Segment a_ {18}: Segment [D_ {23}, C_ {21} ] of Triangle poly2_ {10} Segment d_ {10} Segment d_ {10}: Segment [C_ {21}, A_ {23} ] of Triangle poly2_ {10} Model-1 text1 = “Model-1” Model-2 text1_1 = “Model-2”

Image Having Two Different Models with Shaded Parts

Find the true relationship of both models having some shaded parts

M: Shaded part of Model-1, N: shaded part of model -2

Choices

Choice (4) Response

a.

b.

M < N

c.

d.