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Question Bank - 100 CAT level questions on Time, Speed and Distance topic

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noname last edited by @mbatious

@mbatious
The answer is option - d.
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noname last edited by @mbatious

@mbatious
The answer is 30 km.
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noname last edited by @mbatious

@mbatious
The answer is 90 m.
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noname last edited by @mbatious

@mbatious
The answer is 40 minutes.
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noname last edited by @mbatious

@mbatious
The answer is 1792 km.
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noname last edited by @mbatious

@mbatious
The answer is 4 hrs and 30 minutes.
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noname last edited by @mbatious

@mbatious
The answer is 9:50 a.m.
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noname last edited by @mbatious

@mbatious
The answer is 6.75 k.m.
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noname last edited by @mbatious

@mbatious
The answer is 55 sec.
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noname last edited by @mbatious

@mbatious
The answer is 36 hr.
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question bank 47 time speed & distance 10

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cat questions86 quant - mixed bag73 question bank47 theory of equations15 permutation & combination11 time speed & distance10 cat questions lr10 set theory7

Question Bank - Modern Math - Hemant Malhotra
Quant BBQ - Best of Best Questions • question bank • • hemant_malhotra

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@hemant_malhotra 4!5c25
Question Bank - Geometry - Hemant Malhotra
Quant BBQ - Best of Best Questions • question bank • • hemant_malhotra

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@hemant_malhotra 7.4 is the answer !!
Quant Boosters - Rajesh Balasubramanian - Set 5
Quant - Boosters • question bank theory of equations • • rajesh_balasubramanian

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The roots are a and b: a + b = p and ab = 12 (a + b)^2 = p^2 (a - b)^2 = (a + b)^2 - 4ab => (a - b)^2 = p^2 - 12 * 4 = p^2 - 48 If |a - b| ≥ 12 { Difference between the roots is at least 12} then, (a - b)^2 ≥ 144 p^2 - 48 ≥ 144 p^2 ≥ 192 P ≥ 8√3 or P ≤ -8√3
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CAT Question Bank - Probability
Quant - Boosters • question bank probability • • Rowdy Rathore

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@rowdy-rathore - Solution pls.
Quant Boosters - Kamal Lohia - Set 6
Quant - Boosters • quant - mixed bag question bank • • kamal_lohia

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@sumit-agarwal In such scenarios like finding distinct values of [x^2/n] where x can be from 1, 2, 3 ... n[1^2/n], [2^2/n] ... [(n/2)^2/n] will yield all numbers from 0 to [n/4] (means [n/4] + 1 distinct integers)Then the next set (from [(n/2 + 1)^2/n] till [n^2/n] will be all different integers (means [n/2] distinct integers)So the number of distinct integers would be [n/2] + [n/4] + 1 if n = 100,number of distinct integers would be [100/2] + [100/4] + 1 = 76 if n = 2014,number of distinct integers would be [2014/2] + [2014/4] + 1 = 1511 if n = 13number of distinct integers would be [13/2] + [13/4] + 1 = 10 Just trying to generalize a solution shared by Kamal sir (Quant Boosters - Set 1 - Q2). You can try out with various numbers (may be smaller numbers) so that this can be verified.
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CAT Question Bank - Games & Tournaments
DILR - Booster • question bank games & tournaments • • Rowdy Rathore

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@Rowdy-Rathore where are the answers
Tackling Escalator Problems - Saquib Hasnain
Quant Primer • time speed & distance • • mbatious

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Quant Boosters - Kamal Lohia - Set 8
Quant - Boosters • quant - mixed bag question bank • • kamal_lohia

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@kamal_lohia I THINK THE ANSWER SHOULD BE 1 WHRE X=2 AND Y=5 CUZ OTHER VALUES WILL BE SURELY NEGATIVE

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