NCO- Cyber Olympiad (SOF) Class 10: Questions 163 - 166 of 461

Access detailed explanations (illustrated with images and videos) to 461 questions. Access all new questions we will add tracking exam-pattern and syllabus changes. Subscription can be renewed yearly absolutely FREE! View Sample Explanation or View Features.

Rs. 300.00 or

How to register?

Question number: 163

» Mental Ability » Basic Geometry

Edit
MCQ▾

Question

Given the symmetric shape below with a known perimeter of 84, then the area of the shape is (approx. )

Polygon poly1 Polygon poly1: Polygon A, B, C, D, E, F, G Segment a Segment a: Segment [A, B] of Polygon poly1 Segment b Segment b: Segment [B, C] of Polygon poly1 Segment c Segment c: Segment [C, D] of Polygon poly1 Segment d Segment d: Segment [D, E] of Polygon poly1 Segment e Segment e: Segment [E, F] of Polygon poly1 Segment f Segment f: Segment [F, G] of Polygon poly1 Segment g Segment g: Segment [G, A] of Polygon poly1 Segment h Segment h: Segment [B, H] x 7 text1 = “x 7” x 2 text1_1 = “x 2” x 3 text1_2 = “x 3” x text1_3 = “x”

Image of a Symmetric Shape Having Perimeter of 84

Representing the image of a symmetric shape having perimeter of 84

Choices

Choice (4) Response

a.

337

b.

367

c.

310

d.

370

Question number: 164

» Mental Ability » Basic Algebra

Edit
MCQ▾

Question

Which is a zero of the function ?

Choices

Choice (4) Response

a.

-1

b.

11

c.

-12

d.

12

Question number: 165

» Mental Ability » Basic Algebra

Edit
MCQ▾

Question

The roots of are

Choices

Choice (4) Response

a.

0, -1,3 and 4

b.

-1 and 2

c.

-1 and 3

d.

4

Question number: 166

» Non Verbal Reasoning » Analogies with Figures

Edit
MCQ▾

Question

Study the following diagrams, and find the correct diagram that best represents the following set of words.

History, Social Science, Geography

Quadrilateral poly1 Quadrilateral poly1: Polygon A, B, C, D Quadrilateral poly1_1 Quadrilateral poly1_1: Polygon A_1, B_1, C_1, D_1 Quadrilateral poly1_2 Quadrilateral poly1_2: Polygon A_2, B_2, C_2, D_2 Quadrilateral poly1_3 Quadrilateral poly1_3: Polygon A_3, B_3, C_3, D_3 Quadrilateral poly1_4 Quadrilateral poly1_4: Polygon A_4, B_4, C_4, D_4 Quadrilateral poly1_5 Quadrilateral poly1_5: Polygon A_5, B_5, C_5, D_5 Quadrilateral poly1_6 Quadrilateral poly1_6: Polygon A_6, B_6, C_6, D_6 Quadrilateral poly1_7 Quadrilateral poly1_7: Polygon A_7, B_7, C_7, D_7 Quadrilateral poly1_8 Quadrilateral poly1_8: Polygon A_8, B_8, C_8, D_8 Quadrilateral poly1_9 Quadrilateral poly1_9: Polygon A_9, B_9, C_9, D_9 Quadrilateral poly1_ {10} Quadrilateral poly1_ {10}: Polygon A_ {10}, B_ {10}, C_ {10}, D_ {10} Quadrilateral poly1_ {11} Quadrilateral poly1_ {11}: Polygon A_ {11}, B_ {11}, C_ {11}, D_ {11} Segment a Segment a: Segment [A, B] of Quadrilateral poly1 Segment b Segment b: Segment [B, C] of Quadrilateral poly1 Segment c Segment c: Segment [C, D] of Quadrilateral poly1 Segment d Segment d: Segment [D, A] of Quadrilateral poly1 Segment a_1 Segment a_1: Segment [A_1, B_1] of Quadrilateral poly1_1 Segment b_1 Segment b_1: Segment [B_1, C_1] of Quadrilateral poly1_1 Segment c_1 Segment c_1: Segment [C_1, D_1] of Quadrilateral poly1_1 Segment d_1 Segment d_1: Segment [D_1, A_1] of Quadrilateral poly1_1 Segment a_2 Segment a_2: Segment [A_2, B_2] of Quadrilateral poly1_2 Segment b_2 Segment b_2: Segment [B_2, C_2] of Quadrilateral poly1_2 Segment c_2 Segment c_2: Segment [C_2, D_2] of Quadrilateral poly1_2 Segment d_2 Segment d_2: Segment [D_2, A_2] of Quadrilateral poly1_2 Segment a_3 Segment a_3: Segment [A_3, B_3] of Quadrilateral poly1_3 Segment b_3 Segment b_3: Segment [B_3, C_3] of Quadrilateral poly1_3 Segment c_3 Segment c_3: Segment [C_3, D_3] of Quadrilateral poly1_3 Segment d_3 Segment d_3: Segment [D_3, A_3] of Quadrilateral poly1_3 Segment a_4 Segment a_4: Segment [A_4, B_4] of Quadrilateral poly1_4 Segment b_4 Segment b_4: Segment [B_4, C_4] of Quadrilateral poly1_4 Segment c_4 Segment c_4: Segment [C_4, D_4] of Quadrilateral poly1_4 Segment d_4 Segment d_4: Segment [D_4, A_4] of Quadrilateral poly1_4 Segment a_5 Segment a_5: Segment [A_5, B_5] of Quadrilateral poly1_5 Segment b_5 Segment b_5: Segment [B_5, C_5] of Quadrilateral poly1_5 Segment c_5 Segment c_5: Segment [C_5, D_5] of Quadrilateral poly1_5 Segment d_5 Segment d_5: Segment [D_5, A_5] of Quadrilateral poly1_5 Segment a_6 Segment a_6: Segment [A_6, B_6] of Quadrilateral poly1_6 Segment b_6 Segment b_6: Segment [B_6, C_6] of Quadrilateral poly1_6 Segment c_6 Segment c_6: Segment [C_6, D_6] of Quadrilateral poly1_6 Segment d_6 Segment d_6: Segment [D_6, A_6] of Quadrilateral poly1_6 Segment a_7 Segment a_7: Segment [A_7, B_7] of Quadrilateral poly1_7 Segment b_7 Segment b_7: Segment [B_7, C_7] of Quadrilateral poly1_7 Segment c_7 Segment c_7: Segment [C_7, D_7] of Quadrilateral poly1_7 Segment d_7 Segment d_7: Segment [D_7, A_7] of Quadrilateral poly1_7 Segment a_8 Segment a_8: Segment [A_8, B_8] of Quadrilateral poly1_8 Segment b_8 Segment b_8: Segment [B_8, C_8] of Quadrilateral poly1_8 Segment c_8 Segment c_8: Segment [C_8, D_8] of Quadrilateral poly1_8 Segment d_8 Segment d_8: Segment [D_8, A_8] of Quadrilateral poly1_8 Segment a_9 Segment a_9: Segment [A_9, B_9] of Quadrilateral poly1_9 Segment b_9 Segment b_9: Segment [B_9, C_9] of Quadrilateral poly1_9 Segment c_9 Segment c_9: Segment [C_9, D_9] of Quadrilateral poly1_9 Segment d_9 Segment d_9: Segment [D_9, A_9] of Quadrilateral poly1_9 Segment a_ {10} Segment a_ {10}: Segment [A_ {10}, B_ {10} ] of Quadrilateral poly1_ {10} Segment b_ {10} Segment b_ {10}: Segment [B_ {10}, C_ {10} ] of Quadrilateral poly1_ {10} Segment c_ {10} Segment c_ {10}: Segment [C_ {10}, D_ {10} ] of Quadrilateral poly1_ {10} Segment d_ {10} Segment d_ {10}: Segment [D_ {10}, A_ {10} ] of Quadrilateral poly1_ {10} Segment a_ {11} Segment a_ {11}: Segment [A_ {11}, B_ {11} ] of Quadrilateral poly1_ {11} Segment b_ {11} Segment b_ {11}: Segment [B_ {11}, C_ {11} ] of Quadrilateral poly1_ {11} Segment c_ {11} Segment c_ {11}: Segment [C_ {11}, D_ {11} ] of Quadrilateral poly1_ {11} Segment d_ {11} Segment d_ {11}: Segment [D_ {11}, A_ {11} ] of Quadrilateral poly1_ {11} I text1 = “I” II text1_1 = “II” III text1_2 = “III” IV text1_3 = “IV”

Image of Four Different Boxes Set into Each Other

Representing the image of four different boxes set into each other

Choices

Choice (4) Response

a.

I

b.

II

c.

III

d.

IV