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# Category Archives: Class X

## Maths, X

## Maths, X

- Construct an triangle ABC in which BC=5.5cm,angleB=60° and the sum of two side is 8.6cm.
- Construct an triangle XYZ in which angle y=45°,angle z=75°and XY+YZ+ZX=12cm.
- Students of a school staged a rally for cleanliness They walked through the laws in two groups. One group walked through the laws AB,BC,AC,which the others through AC,CD and AC. Then they cleaned the area enclosed within their laws.IfAB=9cm,BC=40cm,CD=15cm

,DA=28cm and angle B=90°.Which group cleaned more area and by how much ? Find

the total area enclosed by the students.

- Find the height of a Trapezium in which parallel sides are 25cm and 77cm and non parallel sides are 26 and 60cm. given, the area of the Trapezium as 1644cm².
- The length of sides of a triangle are in the ratio 3:4:5 and its perimetre is 120m,find its area?

## Maths, X

- Draw less than ogive and greater than ogive curves and show median on a graph.

Check the result by actual calculation

- 150 spherical marbles each of radius 1.4 cm are dropped in a cylindrical vessel of radius 7cm containing some water. Find the rise in the level of water
- All the black face cards are removed from a pack of52 playing cards. The remaining cards are well shuffled and then a card is drawn at random. Find the probability of getting a

- Face card
- Red card
- Black card
- A king

- Construct a right triangle in which the sides are of length 6cm and 8cm (other than the hypotenuse). Then construct another triangle whose sides are 3/5 times the corresponding sides of the given triangle.
- Two tangents PA and PB are drawn to a circle with centre O, such that <APB = 120
^{o}. Prove that OP = 2 AP.

## English, X

- Read the prescribed novel ‘The Story Of My Life’ and write the summary of the first five chapters.
- Collect at least 10 paper clippings/ magazine extracts of articles related to the MCB Unit 1‘Health and Medicine’ and write a brief report of each article in your own words.

(Include relevant pictures)

## Social Science, X

Do an assignment ( in 15-25 pages) on disaster management .

## Maths, X

- A PERSON ON A TOUR HAS 360 FOR HIS DAILY EXPENSES. IF HE EXCEEDS HIS TOUR PROGRAMME BY 4 DAYS HE MUST CUT DOWN HIS DAILY EXPENSES BY RS 3 PER DAY. FIND THE NUMBER OF DAYS OF HIS TOUR PROGRAMME?
- THE PERIMETER OF A RECTANGLE IS 82CM AND IT’S area is 400m^2 . FIND THE BREADTH OF THE RECTANGLE?
- FIND THE SUM OF ALL NATURAL NUMBERS BETWEEN 100 AND 200 WHICH ARE DIVISIBLE BY 4
- FIND THE NUMBER OF TERMS OF THE AP 54, 51,48…………. SO THEIR SUM IS 513.
- HOW MANY PARALLEL TANGENTS CAN A CIRCLE HAVE AT DISTANCE 5CM FROM THE CENTER OF THE CIRCLE IS 4CM.THE RADIUS OF THE CIRCLE IS

- 3CM 2)2CM 3)5CM 4)4CM

- 2 CIRCLES TOUCH EACH OTHER EXTERNALLY THE DISTANCE BETWEEN THE CENTERS OF THE CIRCLE IS 3CM AND THE RADIUS OF I CIRCLE IS 1CM FIND THE RADIUS OF THE OTHER CIRCLE 1) 4CM 2)2CM 3)1.5CM 4)2.5CM
- CONSTRUCT A TRIANGLE WITH SIDES 5CM ,12CM,AND 13CM AND THEN ANOTHER TRIANGLE WHOSE SIDE’S ARE 8/5 OF THE CORRESPONDING SIDES OF THE FIRST TRIANGLE.
- CONTRUCT THE PAIR OF TANGENTS FROM A POINT 5CM AWAY FROM THE CENTRE OF A CIRCLE OF RADIUS 2CM.

## Physics, X

__Prepare 20 MCQs based on the following activities (Min. 6 from each)__

- Determine the focal length of a concave mirror
- Determine the focal length of a convex lens
- Refraction of light through a rectangular glass slab.

## English, X

Taking help from the objectives of eco tourism ( refer MCB unit – 5 Travel & Tourism) and your own research write an article on ‘The Need for Strengthening Eco Tourism in India.

Or

Prepare a tourist brochure for any tourist destination (Trivandrum/ Kerala/ India). Make it attractive with colourful pictures.

## Sanskrit, X

क्त ,क्तवतु ,क्त्वा, तल्, टाप्, ङीप् प्रत्ययान् प्रयुज्य पञ्चविंशति वाक्यानि लिखत ।

## KVS Study Materials for Class X, 2016-2017

Hindi Support Material (Class X- 2016-’17)

SST (English) Support Material Term II (Class X- 2016-’17)

SST (English) Support Material Term I (Class X- 2016-’17)

SST (Hindi) Support Material Term I (Class X- 2016-’17)

SST (Hindi) Support Material Term II (Class X- 2016-’17)

Maths Support Material (Class X- 2016-’17)

## Maths, X D

- Write all the algebraic identities with one example.
- Check whether the following are quadratic equations:
- x[x+1]+8=[x+2][x-2]
- x
^{3}-2060=[20-x]^{3 } - x
^{2}-[x+1]^{2 }=2702-[x+1]^{2} - Factories the following:
- 3y
^{2}-16y+20=0 - z
^{2}+ 2 -6=0 - [3x+a] [3x +b]=ab

## Maths, X

- Use Euclid’s division algorithm to find the HCF of 196 and 38220
- Show that any positive odd integer is of the form 6q + 1, or 6q + 3, or 6q + 5 \where q is some integer.
- Express 3825 as a produc t of its prime factors.