Scholastic Aptitude Test SAT Free Download

Hello, I am looking for the details regarding the Scholastic Aptitude Test SAT question paper. So can you please provide me the question paper with the syllabus and the paper pattern of the exam??

[Quick Sam]

Hello, you are looking for the details regarding the Scholastic Aptitude Test SAT. So I am providing it to you:

Paper Pattern:

SAT consists of three major sections: Critical Reading, Mathematics, and Writing.

Each section receives a score on the scale of 200–800. All scores are multiples of 10. Total scores are calculated by adding up scores of the three sections.

Each major section is divided into three parts. There are 10 sub-sections, including an additional 25-minute experimental or "equating" section that may be in any of the three major sections.

The experimental section is used to normalize questions for future administrations of the SAT and does not count toward the final score

SAT I Exam Duration

The test is of 3 hours and 45 minutes overall. That includes three critical reading sections, three math sections, three writing sections including an essay section, and an experimental section that may resemble any of the aforementioned sections.
Every test last nearly 25 minutes.

SAT II Exam Duration

All Subject Tests are one-hour, multiple-choice tests. However, some of these tests have unique formats

Syllabus:

SAT I

The SAT I tests a student's skills in
Critical reading
Mathematics
Writing

The Critical Reading:

The SAT I contains three critical reading sections:
Reading comprehension of 25 min
Sentence completions of 25 min and
Paragraph-length critical reading 20 min.
Reading comprehension test consists of a lot of passages followed by questions to be answered using the information given in the passages.

Sentence completion problems will require filling in the blanks with appropriate word.

Math section:

The SAT contains three Math sections:
(i) Algebra and functions of 25 min
(ii) Geometry Statistics of 20 min
(iii) Probability and Data analysis of 20 min

There will be 54 questions in all. 44 of them are multiple-choice. For the remaining ten questions, you will have to find answers on your own.

The Writing:

The SAT writing has three sections:
(i) Essay section of 25 min,
(ii) Multiple choice sections lasting 25 minutes and 10 minutes.

The SAT writing sections will assess your ability to improve writing samples, identify writing errors, and produce your own clear, coherent essay.


SAT II

Subject Tests measure your knowledge and skills in particular subject areas, and your ability to apply that knowledge.

The SAT Subject Tests are the only national admissions tests that give you the opportunity to show hold of content in the specific subjects, such as English, history, mathematics, science, foreign languages and various other subjects.

Many colleges use the Subject Tests for admission, for course placement, and to advise students about course selection. Some colleges specify the Subject Tests that they require for admission or placement; others allow applicants to choose which tests to take. These tests give you and colleges a very reliable measure of how prepared you are for college-level work in particular subjects. Used in combination with other background information, they provide a dependable measure of your academic achievement and are a good predictor of future college performance in specific subject areas.

Subject Tests fall into five general subject areas:
English
History
Mathematics
Science
Languages

All Subject Tests are one-hour, multiple-choice tests. However, some of these tests have unique formats.

You are looking for the Sample Paper of the exam. So I am providing it to you:
SAT Sample Paper
PART-A : MATHEMATICS
SECTION-A
This section has Four Questions. Each question is provided with 4 alternative answers. One or more than one
of them are correct answers. Indicate the correct answer by A, B, C, D. (4x3=12 MARKS)
1. x2 – 507x + 2012 < 0 if x 
A) (4, 503) B) R - (4, 503) C) (1, 2012) D) (10, 201)
2. A circle of radius 14 units is inscribed in a square. And a square is inscribed in the circle such that its
sides are parallel to the first square then the area bounded between the two squares is equal to
A) 49 B) 98 C) 196 D) 392
3. If P and Q are two subsets of a set S then (P-Q) U (Q-P) is equal to
A) (P'Q)U(PQ') B) (PUQ) – (PQ) C) (PUQ) (PQ)' D) (P'UQ') (PUQ)
4. Let P(x) = ∑

7
0 r
r
r x a , where a7 = 1 and P(k) = k for k = 1, 2, 3, .., 7 then P(8) =
A) 5040 B) 5048 C) 5050 D) none of these
SECTION-B
This section has Four Questions. In each question a blank is left. Fill in the blank. (4x3=12 MARKS)
5. Area of the region bounded by |x| + |y| = 2012 is ____________
6. If f(n) = n(n+1) for all natural numbers n, then the set of values of n such that f(n+4) = 4f(n) + 4 is ____
7. Consider a right angled triangle ABC with right angle at A. The radius of its incircle is r. Radius of
the circle drawn touching the line segments AB, AC and the incircle of triangle ABC is __________
8. A and B are two different numbers selected from the first forty natural numbers. The largest value that
B A
B A

. can have is __________
SECTION-C
State True or False in each of the following statements. (4x3=12 MARKS)
9.
2011 2 2 + 1 divides
2012 2 2 - 1
10. If x and y are perfect squares and y = x+1 then number of such ordered pairs (x, y) is more than 1
11. log213 is irrational.
12. The number of four digit numbers which are perfect squares and in which the first two digits are equal
to each other and the last two digits are equal to each other is 2
SECTION-D (4x6=24 MARKS)
13. If one root of the polynomial equation Ax3 + Bx2 + Cx + D = 0, A0, is the arithmetic mean of the
other two, find a simplest relation between A, B, C and D.
14. Let f: A B be a function defined as f(x) = (x2 – 4x + 4)1/2 where A and B are subsets of R. Then find
the largest possible subset A of R+ such that f is bijective and find the corresponding B.
15. In a triangle ABC, if AD is the median through A intersecting the side BC in D then show that
AB2 + AC2 = 2(AD2 + BD2).
16. Find all possible positive integers 'n' such that n4 – 4n3 + 22n2 – 36n + 18 is a perfect square.
PART-B : PHYSICS
(10x6=60 Marks)
Questions 17 to 19 are based on the following situation.
Narrow square paths ABCD and abcd have sides of 200 m and 100 m. Two
persons P and Q are initially located at a and A respectively. They both start
walking in a clockwise sense with speeds of 2 m/s simultaneously.
17. When are they farthest from each other?
18. Starting from the same initial positions P and Q walk at 1 m/s and 2 m/s respectively, find the
shortest distance between them.
19. With same initial positions as earlier and the speeds of 1 m/s and 2 m/s, if Q were to move
anticlockwise along the path, find the largest distance between them.
20. A thin long rod A revolves at 300 rpm about a vertical axis. Another rod B is held vertically with
it’s lower end just above the horizontal plane swept by rod A during it’s rotation. Find the
maximum length of rod B, if it should fall without being hit by the rotating rod after B is released
from rest. (Assume g= 10 m/s2)
21. Using 3 identical wires each having resistance 30 Ω , letter ‘B’ is formed . Ends of the straight
wire are connected to a cell of potential difference 220 V. (i) Find the effective resistance of the
circuit (ii) find the rate at which energy is delivered by the cell?
22. A cube of side 10 cm is made of a material of density d/2. It is floating in a large vessel containing
two immiscible liquids whose densities are d and 3d/2 (i) Find the depth of immersion of the cube
in the denser liquid (ii) Two opposite faces of the cube are pulled apart such that they are 12 cm
apart and the resulting cuboid floats vertically in the same vessel, find its depth of immersion in
the denser liquid?
23. A ray of light is incident as shown on the face AB an isosceles right angled prism ABC. Find the
angle of deviation of the ray emerging through face BC. Ray partially reflected at the face BC
emerges through AC. Find the deviation of this ray too. Refractive index of the material of the
prism is √2.
24. If 2 g of ice at 0°C is added to 2 g of water at 60°C, Find the temperature of resultant mixture?
What are the resulting contents?
25. In a nuclear fission reaction 0.01% of the mass of the nucleus undergoing fission is converted in to
energy. Find the energy (E) released in the fission of 20 g of fission material, if the energy
released per reaction is 200 MeV. A square meter of the earth’s surface receives 1400 J every
second from the sun. Find the area which receives the same energy E from the sun in one second.
(Assume normal incidence)
26. Two rods A and B of lengths 100 m each are joined end to end. Velocity of sound in A is 800 m/s
Young’s modulus (Y) and density (d) of B are two and eight times of their respective values of A.
Find the time taken by sound to travel between the free ends of the rods. ( Velocity of sound in
the rod is d Y v )
A
B C
D
a
b c
d
4 cm B
A C
PART-C : CHEMISTRY
SECTION-A: Each question is provided with 4 alternative answers. One or more than one of them are correct
answers. Indicate the correct answer by A, B, C, D. (5x3=15 MARKS)
27. Identify the mixed anhydride A) NO B) N2O3 C) NO2 D) N2O4
28. Aluminium sulphate is treated with excess of caustic soda and ammonium hydroxide separately
A) first white precipitate and then clear solution is resulted by both substances
B) first white precipitate and then clear solution is remitted by caustic soda only
C) first white precipitate and then clear solution is resulted by ammonium hydroxide only
D) first white precipitate and then remains as white precipitate
29. Which statement describes a chemical property?
A) CO2 gas is passed through aqueous solution to prepare aerated drink
B) ethyl alcohol is added to aqueous solution to prepare liquor
C) magnesium ribbon burns in air to give dazzling UV light
D) acid rain occurs during lightening in atmosphere
30. Equal volumes of 0.5M HCl, 0.25M NaOH and 2.75M NaCl are mixed. The molarity of the Cl- ion
and NaCl respectively
A) 1.0M & 1.0M B) 1.0M & 2.0M C) 1.0M & 0.5M D) 2.0M & 1.0M
31. In halogens, which of the following increases from iodine to fluorine?
A) bond length B) electronegativity C) ionization energy D) oxidising power
SECTION-B: In each question a blank is left. Fill in the blank. (5x3=15 MARKS)
32. Silver coating is formed on the walls of the test tube when silver nitrate is added to the organic
compound in the presence of ammonia solution. The functional group present is ___________.
33. Atoms of elements in a group in the periodic table have similar chemical properties. This similarity is
most closely related to ______________ electron.
34. A gaseous component X is mixed with gaseous component Y form ideal gaseous solution. Similarly a
liquid component A is mixed with another liquid component B form ideal liquid solution. The similarity
in both systems _________________________.
35. The main function cryolite in the extraction of aluminum metal from alumina is ___________
36. Though nitrogen acts as an inert gas, it is not used as an inert atmosphere in the extraction of
magnesium metal. Coal gas is used as inert atmosphere in the extraction. This is because ___________
SECTION-C: Name the compound. (5x3=15 MARKS)
37. The salt which on thermal decomposition leaves a coloured residue, liberated a reddish brown gas and a
colourless gas. The residue reacts with caustic soda to give sodium plumbite.
38. The element X(Z=85) combines with element Y(Z=38). The formula of the binary compound.
39. The product formed at the cathode during electrolysis of aqueous potassium chloride solution.
40. Quick-lime is fused with coke. An unsaturated hydrocarbon is resulted on adding cold water to the
resulting compound.
41. The reduced product is obtained when ammonia is passed over the heated copper oxide.
SECTION-D (5x3=15 MARKS)
42. Calculate the equilibrium constant, K for the reaction H2O H++OH- at 250C temperature. Given
that density of water is 1 gm/cc at 250C.
43. The colourless vapours of a colourless liquid are pungent and bring tears in eyes on exposure. The
yellowish green flame is resulted on burning vapours in O2. In the presence of platinum catalyst the
same reacts to give colourless gas which turns to reddish brown on explosive to air
(a) write balanced equations (b) calculate the volume of oxygen used separately for these reaction
when 300 cc of vapour burn in O2 at STP.
44. pOH of a base in the range of
Give Balanced Equations for Q.No.45-46
45. An oxidizing agent which reacts with concentrated hydrochloric acid on heating, liberating chlorine gas
and forming two metallic chlorides one of which is chromium chloride.
46. A colourless compound decomposes on treatment with dilute HCl with evolution of SO2 and
precipitation of sulphur.

Hi I would like to know the sample questions for the SAT examination, could you please provide me the same as I cannot download it?

[Shaleen]

Scholastic Assessment Test (SAT) is globally acknowledged college admission test, required for admission into a UG (undergraduate) course in most of the colleges and universities at USA. SAT is. SAT Exam tests a student’s knowledge of reading, writing and mathematics.

The sample questions for SAT examination are as follows:

. If 4.2 milligram of mass were to be completely converted into heat energy and this heat is used to
raise the temperature of a million kg of water, find the temperature raise of water.

. A bullet moving horizontally at v strikes a stationary block lying on a smooth horizontal surface and gets embedded in it. The block moves at V after the bullet strikes it. Find the ratio of masses of the bullet and the block.

. Wavelength of light in a certain medium is λ where its velocity is 2.5× 108m/s . If the wavelength of this light in some other medium is 0.6λ, find the velocity of light in this medium. What is the ratio of frequencies of the light in the two media.

. A positively charged particle to the east of a long vertical current carrying wire having a velocity directed eastward experiences a vertical upward force. Find the direction of the force on a positively charged particle located south of the conductor and having a velocity directed vertically upward.

. Two small identical charged conducting spheres have charges in the ratio 1:3 and exert a force ‘F’ on
each other when they are some distance apart. The spheres are brought in to contact and then they are arranged at a distance twice the earlier. Knowing that the total charge on the two spheres divides equally between them when they make contact, find the force between them?

Here the six transition metal atoms are givennSc, Ti, V, Co, Ni, Cu, Among thesenhow many pairs are having same no of unpaired electrons ________________

. Alkyl halide used in preparation of n-hexane in Wurtz reaction is. _______________

. The weight percentage of NaCl solution is 10. If the weight of solution is 150 gr. Calculate weight of NaCl _________________

. Number of grms NaOH present in 5 liters of millimolar solution is ____________

. Alkaline hydrolysis is of white phosphorous gives sodium salt of phosphorous and a gas with rotten fishy smell, the gas is.

. Beryllium carbide on hydrolysis produces a gas. The name of the gas is.

. Chemical name of Bleaching powder is.

. Lithium nitrate on decomposition produce two paramagnetic gases one is colourless gas and the other is brown gas. The brown gas is.

. Name of the lead compound used for making protective paint for iron and steel from rusting.

For your reference I have attached a file below which provides you the sample questions from past years