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Perity
Others
answered on 06-Aug-23 18:03
can there be a magic square made of the first 36 primes? A magic squre here means a 6×6 chart of nombers, so that the sum of nombers along any column, row or diagonal is the same.
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How is this query relevant here ?
Namadev Gurav
CBSE XI
★ 0
1
496
Strategic management
Exams
answered on 07-Aug-23 12:06
The new Syllabus is very different from the old one .. should I wait for icai to release new material and Them start studying ?
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She cleared Group I and will write Group II in May-24
SANSKRITI BADRI 2111339
CA Final
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6
549
Presumptive Taxation
Direct Taxation
answered on 06-Aug-23 21:05
Can Income from Futures & Options be shown as presumptive income
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Thank You
Pavann Reddy
CA Final
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5
474
Permutation
Maths & Stats
answered on 14-Sep-23 20:08
If all the latters of the word 'AGAIN' be arranged as in a dictionary, what is the fiftieth word? (a) NAAGI (b) NAAIG (c) GIAAN (d) NAGAI
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Yes this is right
Nakshathra Baiju
CA Inter
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3
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Combination
Maths & Stats
answered on 09-Aug-23 10:28
Find the number of combinations for the following words taking 4 at a time. 6) COMBINATION (ii) COLLEGE (iv) MATHEMATICS (iii) COMMERCE (v) EXAMINATION (vi) MORADABAD (vii) PROPORTION (a) 136, 18, 26, 136, 136, 53, 41 Ac) 136, 18, 26, 136, 136, 41, 53 (d) none of these (b) 41, 136, 18, 26, 136, 53, 136
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Answer is none of these Consider Examination It has letters E, X, A, M, I, N, T, O where A, I, N are repeated twice. So, four letter word may consist of (i) 2 alike letters of one kind and 2 alike of letter of the second kind. (ii) All different (iii) 2 alike and 2 distinct letter So in (i) There are three sets of alike letters, namely AA, NN, II. Out of these three sets, two can be selected in 3C2 ways. So, there are 3C2 groups, each containing 4 letters out of which two are alike letters of one kind and two are like letters of the second kind. Now, 4 letters in each group can be arranged in 4!2!×2! Therefore, the total number of four letters words are 3C2×4!2!×2!=3×6=18 Since, The total number of letter =11 Similar way, (ii) All different i.e. 8C4×4!=8!4! As selecting 4 out of 8 different letters is 8C4 Arrangement of these 4 are done by 4! Thus, 8!4!=8×7×6×5×4!4!=56×30=1680 (iii) 2 alike and 2 distinct letter: 3C1×7C2=3×7×6×5!5!×2=3×7×62=378 [ Since, nCr=nCn−r] ∴ Total number of ways in which 4 letter words are formed = 1680 +378 +18 +378=2454 ways. Consider PROPORTION We have P & R 2 times, O 3 times and other letters T, I, and N once 1. Words with four distinct letters. We have 6 letters all total (I,N,P,R,O and T) so we can arrange this letter in 6 C4 ×4!=360 ways 2. Words with exactly a letter repeated twice. We have P, R and O repeating itself. Now one of this three letter can be choose in 3 C1 =3 ways The other two distinct letters can be selected in 5 C2 =10 ways. Now each combination can be arranged in 2!4! =12 ways. So total number of such words 3×10×12= 360 3. Words with exactly two distinct letters repeated twice Two letters out of the three repeating letters P, R and O can be selected in 3 C2 =3 ways. Now each combination can be arranged in 2!×2!4! =6 So, total number of such words =3×6= 18 4. Words with exactly a letter repeated thrice We have one portion for this as our main letter that is O. Now we have to select 1 letter out of the 5 remaining options so number of ways to select this 5 C1 =5 ways Now each combination can be arranged in 3!4! =4 So, total number of such words =5×4= 20 So, all possible number of arrangements =360+360+18+20=758 ways
Nakshathra Baiju
CA Inter
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1
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How To prepare theory subject
Exams
answered on 03-Aug-23 19:21
How to prepare theory subject like law do i have to read the entire model line by line
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From second revision onwards, Only Important points which you've underlined or highlighted at the time of first preparation need to be studied.
Ab Devliear
CA Foundation
★ 3K+
12
891
Sale of Goods Act 1930 - Question
Corporate & Other Laws
answered on 14-Sep-23 19:44
'Mr. Amit was shopping in a self-service supermarket. He picked up a bottle of cold drink from a shelf. While he was examining the bottle, it exploded in his hand and injured him. He files a suit for damages against the owner of the market on the ground of breach of condition. Decide under the Sale of Goods Act, 1930, whether Mr. Amit would succeed in his claim?' Wouldn't this claim fail under Sale of Goods Act, since no sale has been made?
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There is an implied condition that the goods shall be of merchantable quality Bottle must be properly sealed. If the goods are purchased for self-use, they should be reasonably fit for the purpose for which it is being used On an examination of the bottle of cold drink, it exploded and injured the buyer Mr. Amit would succeed in claim for damages from the owner of the shop. Even though there is no sale This concept in sale of good act
Vishnu Muraleedharan
CA Final
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5
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Preparation
Direct Taxation
answered on 01-Aug-23 15:47
I had gone through the lectures of basic concepts & residential status lectures, gone through notes of 1FIN & solved all the illustration questions provided by 1FIN. Should be go through the ICAI study material once or this 1FIN material is sufficient & continue with other chapters.
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Okay Sir
Soon to be CA
CA Inter
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2
514
Effective Rate
Direct Taxation
answered on 01-Aug-23 14:22
How is the effective rate 78%
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Yeah got it thank you….😇
Soon to be CA
CA Inter
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4
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Dividend
Corporate & Other Laws
answered on 02-Aug-23 10:40
Can dividend be paid in form of cash??
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Basically, the company should give dividends to the share holders. so ya there are no limitations on how you pay! so ya as per the order of the share holder the company should pay.
Krishnan K
CA Inter
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4
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