Data Sufficiency
1. A nursery store-bought various digging tools and various rakes. On the off chance that the expense of each
digging tool was $14 and the expense of each rake was $9, what was the all-out cost of the digging tools and
rakes bought by the store?
(i) The proportion of the quantity of digging tools to the number of rakes bought by the score was 2 to 3.
(ii) The absolute number of digging tools and rakes bought by the store was 50.
2. Of the understudies who eat in a specific cafeteria, every understudy either likes or aversions lima beans, and
every understudy either love or then again despises brussels sprouts. Of these understudies, 2 abhorrence lima
beans; and of the people who detest lima beans, brussels sprouts. What number of the understudies like
Brussels grows however despise lima beans?
(i) 120 understudies eat in the cafeteria.
(ii) 40 of the understudies like lima beans.
3. The number of various indivisible numbers that are variables of the positive whole number n?
(i) Four different indivisible numbers are variables of 2n.
(ii) Four different indivisible numbers are elements of n2.
4. Is the result of a specific set of whole numbers even?
(i) The amount of the whole numbers is odd.
(ii) One of the whole numbers is even and the other is odd.
5. In the event that k is a number and 2 < k < 8, what is the worth of k?
(i) k is a variable of 30.
(ii) k is a variable of 12.
3 additionally dislike
On the number line above, is the result of w, x, y, and z negative?
(i) z is positive.
(ii) The result of w and x is positive.
7. Assuming y and z are whole numbers, is y (z + 1) odd?
(i) y is odd
(ii) z is even.
8. Assuming n and m are positive numbers, what is the rest of 3^ (4n + 2 + m) is separated by 10?
(i) n=2
,(ii) m=1
9. In the event that x is a positive number, is x < 16?
(i) x is not exactly the normal (math mean) of the initial ten positive numbers.
(ii) x is the square of a whole number.
10. Of the 800 understudies at a specific school, 250 understudies live nearby and are over 20 years of age.
What number of the 800 understudies live nearby and are 20 years of age or less?
(i) 640 understudies at the school are over 20 years of age.
(ii) 60 understudies at the school are 20 years of age or less and live off grounds.
11. In the event that p is a positive odd number, what is the rest of p is separated by 4?
(i) When p is separated by 8, the rest of 5.
(ii) p is the number of squares of two positive numbers.
12. Of the 25 vehicles sold at a specific showroom yesterday, some had programmed transmission and some
had non-freezing stopping devices. What number of the vehicles had programmed transmission yet not
electronically monitored slowing mechanisms?
(i) All of the vehicles that had non-freezing stopping devices likewise had programmed transmissions.
(ii) 2 of the vehicles had neither programmed transmission nor automated stopping devices.
.
13. Is x to one side of - 5 on the number line?
(i) x is to one side of - 7 on the number line.
(ii) x is between - 4 and - 3 on the number line.
14. Is y between - 2 and 1 on the number line?
(i) y is to one side of - 1 on the number line.
(ii) y is to one side of 2 on the number line.
15. Is r to one side of - 6 on the number line?
(i) r is between - 4 and - 1 on the number line.
(ii) r is between - 3 and 1 on the number line.
16. Lines n and p lie in the xy-plane. Is the slant of line n not exactly the slant of line p?
(i) Lines n and p converge at the point (5,1).
(ii) The y-capture of line n is more noteworthy than the y-block of line p.
17. Six nations in a specific locale sent a sum of 75 delegates to a global congress, and no two nations sent a
similar number of delegates. Of the six nations, if Country A sent the second most noteworthy number of
delegates, did Country A send something like 10 agents?
(i) One of the six nations sent 41 delegates to the congress.
, (ii) Country A sent less than 12 delegates to the congress.
18. What is the hundredth digit of the decimal z?
1. The tenth digit of 100z is 2.
2. The unit digit of 1,000z is 2.
19. 1437-! - thing! - 187; #058&000677
Is z equivalent to the middle of the three positive whole numbers x, y, and z?
(i) x<y+z
(ii) y=z
20. A specific one-day course comprised of a morning meeting and a midday meeting. Assuming that every one
of the 128 individuals going to the class went to somewhere around one of the two meetings, what number of
individuals went to the morning meeting as it were?
(i) 3 individuals went to the two meetings.
(ii) 7 individuals went to the midday meeting.
21. In the event that a specific cause gathered a sum of 360 books, recordings, and tabletop games, what
number of recordings did the foundation gather?
(i) The number of books that the cause gathered was 40% of the all-out number of books, recordings,
and
pre-packaged games that the foundation gathered.
(ii) The number of books that the cause gathered was 66 2 percent of the all-out number of recordings
and pre-packaged games that foundation gathered.
22. Of the 800 sweaters at a specific store, 150 are red. What number of the red sweaters at the store are
made of unadulterated fleece?
(i) 320 of the sweaters at the store are neither read nor made of unadulterated fleece.
(ii) 100 of the red sweaters at the store are not made of unadulterated fleece.
23. No less than 100 understudies at a specific secondary school concentrate on Japanese. Assuming 4% of the
understudies at the school who review French additionally concentrate on Japanese, do a bigger number of
understudies at the school concentrate on French than Japanese?
(i) 16 understudies at the school concentrate on both French and Japanese.
(ii) 10 percent of the understudies at the school who concentrate on Japanese likewise concentrate on
French.
24. At a specific eatery, on the off chance that every cheeseburger costs a similar sum, what is the expense,
barring deals charge, of 1 burger?
(i) The complete expense, including a 6 percent deals charge, is $4.77 for 3 burgers.
(ii) The complete expense, including a 6 percent deals charge, is under $6.50 for 4 burgers.
25. What is the worth of n?
1. A nursery store-bought various digging tools and various rakes. On the off chance that the expense of each
digging tool was $14 and the expense of each rake was $9, what was the all-out cost of the digging tools and
rakes bought by the store?
(i) The proportion of the quantity of digging tools to the number of rakes bought by the score was 2 to 3.
(ii) The absolute number of digging tools and rakes bought by the store was 50.
2. Of the understudies who eat in a specific cafeteria, every understudy either likes or aversions lima beans, and
every understudy either love or then again despises brussels sprouts. Of these understudies, 2 abhorrence lima
beans; and of the people who detest lima beans, brussels sprouts. What number of the understudies like
Brussels grows however despise lima beans?
(i) 120 understudies eat in the cafeteria.
(ii) 40 of the understudies like lima beans.
3. The number of various indivisible numbers that are variables of the positive whole number n?
(i) Four different indivisible numbers are variables of 2n.
(ii) Four different indivisible numbers are elements of n2.
4. Is the result of a specific set of whole numbers even?
(i) The amount of the whole numbers is odd.
(ii) One of the whole numbers is even and the other is odd.
5. In the event that k is a number and 2 < k < 8, what is the worth of k?
(i) k is a variable of 30.
(ii) k is a variable of 12.
3 additionally dislike
On the number line above, is the result of w, x, y, and z negative?
(i) z is positive.
(ii) The result of w and x is positive.
7. Assuming y and z are whole numbers, is y (z + 1) odd?
(i) y is odd
(ii) z is even.
8. Assuming n and m are positive numbers, what is the rest of 3^ (4n + 2 + m) is separated by 10?
(i) n=2
,(ii) m=1
9. In the event that x is a positive number, is x < 16?
(i) x is not exactly the normal (math mean) of the initial ten positive numbers.
(ii) x is the square of a whole number.
10. Of the 800 understudies at a specific school, 250 understudies live nearby and are over 20 years of age.
What number of the 800 understudies live nearby and are 20 years of age or less?
(i) 640 understudies at the school are over 20 years of age.
(ii) 60 understudies at the school are 20 years of age or less and live off grounds.
11. In the event that p is a positive odd number, what is the rest of p is separated by 4?
(i) When p is separated by 8, the rest of 5.
(ii) p is the number of squares of two positive numbers.
12. Of the 25 vehicles sold at a specific showroom yesterday, some had programmed transmission and some
had non-freezing stopping devices. What number of the vehicles had programmed transmission yet not
electronically monitored slowing mechanisms?
(i) All of the vehicles that had non-freezing stopping devices likewise had programmed transmissions.
(ii) 2 of the vehicles had neither programmed transmission nor automated stopping devices.
.
13. Is x to one side of - 5 on the number line?
(i) x is to one side of - 7 on the number line.
(ii) x is between - 4 and - 3 on the number line.
14. Is y between - 2 and 1 on the number line?
(i) y is to one side of - 1 on the number line.
(ii) y is to one side of 2 on the number line.
15. Is r to one side of - 6 on the number line?
(i) r is between - 4 and - 1 on the number line.
(ii) r is between - 3 and 1 on the number line.
16. Lines n and p lie in the xy-plane. Is the slant of line n not exactly the slant of line p?
(i) Lines n and p converge at the point (5,1).
(ii) The y-capture of line n is more noteworthy than the y-block of line p.
17. Six nations in a specific locale sent a sum of 75 delegates to a global congress, and no two nations sent a
similar number of delegates. Of the six nations, if Country A sent the second most noteworthy number of
delegates, did Country A send something like 10 agents?
(i) One of the six nations sent 41 delegates to the congress.
, (ii) Country A sent less than 12 delegates to the congress.
18. What is the hundredth digit of the decimal z?
1. The tenth digit of 100z is 2.
2. The unit digit of 1,000z is 2.
19. 1437-! - thing! - 187; #058&000677
Is z equivalent to the middle of the three positive whole numbers x, y, and z?
(i) x<y+z
(ii) y=z
20. A specific one-day course comprised of a morning meeting and a midday meeting. Assuming that every one
of the 128 individuals going to the class went to somewhere around one of the two meetings, what number of
individuals went to the morning meeting as it were?
(i) 3 individuals went to the two meetings.
(ii) 7 individuals went to the midday meeting.
21. In the event that a specific cause gathered a sum of 360 books, recordings, and tabletop games, what
number of recordings did the foundation gather?
(i) The number of books that the cause gathered was 40% of the all-out number of books, recordings,
and
pre-packaged games that the foundation gathered.
(ii) The number of books that the cause gathered was 66 2 percent of the all-out number of recordings
and pre-packaged games that foundation gathered.
22. Of the 800 sweaters at a specific store, 150 are red. What number of the red sweaters at the store are
made of unadulterated fleece?
(i) 320 of the sweaters at the store are neither read nor made of unadulterated fleece.
(ii) 100 of the red sweaters at the store are not made of unadulterated fleece.
23. No less than 100 understudies at a specific secondary school concentrate on Japanese. Assuming 4% of the
understudies at the school who review French additionally concentrate on Japanese, do a bigger number of
understudies at the school concentrate on French than Japanese?
(i) 16 understudies at the school concentrate on both French and Japanese.
(ii) 10 percent of the understudies at the school who concentrate on Japanese likewise concentrate on
French.
24. At a specific eatery, on the off chance that every cheeseburger costs a similar sum, what is the expense,
barring deals charge, of 1 burger?
(i) The complete expense, including a 6 percent deals charge, is $4.77 for 3 burgers.
(ii) The complete expense, including a 6 percent deals charge, is under $6.50 for 4 burgers.
25. What is the worth of n?
