Grade 10 Math Unit No.3Half And 11 test

Grade 10 Math Unit No.3Half And 11 test

This test sample paper is about Grade 10 Math unit three half and unit 11 full.


      

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   Mathematics 10th                               Unit No. 3Hf, 11                                  Time Allowed:- 1h                                                                 

Name

Grade 10 Math Unit

Obtained Marks

 

Roll No.

 

Total Marks

               30

Q.No.1 Select the correct answer of the following. (6)

Sr.No

    Question

           A

        B

        C

           D

(i)

The third proportional of x2 and y2 is

       y2/ x4

Y2/ x2

y2 x2

Y4/ x2

(ii)

In proportion a:b:: c:d    ‘b’ and ‘c’ are called

Fourth proportional

Means

Mean proportional

extremes

(iii)

The  G µ m1m2/d2 is the example of ---

Direct variation

Inverse variation

Joint variation

All of these

(iv)

The semi circumference and the diameter of a circle subtend a central angle of :

      90o

  180o

      270o

   360o

(v)

The length of chord and radial segment of a circle are congruent, the central angle made by the chord will be

    

          60o

   

     90o

   

        75o

  

     45o

(vi)

In a circle, any pair of diameters are ^ to each other than the lines joining its ends, form a

Rectangle

Rhombus

Square

Trapezium

 

Q.No.2 Give short answers to the following.  (12)

(i) What is the K method?  

(ii) Define an arc of a circle. (

iii) If w µ 1/v2 and w = 2 when v = 3 , then find w.

 (iv) Find a third proportional to 28 and 4. (v) if y µ x2/z and y = 28 when x = 7 , z = 2, then find y.

(vi) Define joint variation.

Q.No.3 (a) If a/b = c/d =e/f then show that    a3 + b3 + c3  /  b3 + d3 + f3    =  ace / bdf                               (4)

(b) The supporting load c  of a pillar varies as the fourth power of its diameter d  and inversely as the square of its length  L. A pillar of diameter 6 inches and of height 30 feet will support a load of 63 tons. How high a 4 inch pillar must be to support a load of 28 tons?                                           (4)

(c) Two equal circles intersect in A and B. Through B, a straight line is drawn to meet the circumference at P and Q respectively. Prove that m AP = m AQ                    (4)

   BEST OF LUCK

 

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