If 1,2 or 3 has... Is this gramatically correct?
546660
depending on subject matter and past tense or present tense...\n\nexample: One, two or three has better benefits than four, five, six.\n\n1,2 or 3 have gone to the store
1014071
The 2nd sentence is correct and very formal; there is something like an old subjunctive form hidden in it.\nThe 1st sentence is (informally) not incorrect and could be found in British English.
439682
To be or not to be, that is the question. Whether it is...\n2  2  2   3   2  2   4   2   3   8          7      2  2
580539
1.) Also I have...  or I also have...\n2.) In my house there is/are...
414921
Sentence number 2 is correct.\n\nThe reason sentence 1 is not correct is because it has a dangling participle. In other words, the participle cannot distinguish what it wants to describe. \n\nIt could be that you realize how much different you have been than before (like in sentence 2)\nOR------\nit could be that you realize how FREQUENTLY you have been different than before.\n\nIf you read sentence 1, you will realize that both senerios could be true. \n\nHope this helps\nThanks\nJon
943121
Both of the top 2 answers are correct depending on what you meant. If you meant the sum of 5 times EACH of the numbers then the first answer is correct. If you meant the smaller number added to 5 times the larger number then the second answer is correct.
1031217
All three are correct.  The first two have words that indicate an alternative, which is fine.  They are necessary because they indicate another possibility.  The third is an indirect question illustrating doubt in the fact that Singapore is clean, and, by the way, it is.  \nhttp://dictionary.reference.com/browse/whether\n\nAlso, our future English professor should watch out for plurals, they can bit you in the arse: one sounds, two sound.
895270
d.  The way to tell when you have a compound noun is to remove the other noun E.g.  A)Please give I your undivided attention.  That makes no sense.  Only d does.
899753
The first person had the right idea that in grammatical formality it is not preper to end a sentence using is, but they stated "is" is a preposition. That is not correct just for reference. It is a linking verb in that sense. and so 2 and b are the correct (grammatically)answers as people before me have said, but in informal speech, the others would sound more understandable.
662941
None because:\n\n1.) There are robots all around making our lives easier.\n(took out comma)\n\n2.) There are robots all around, which make our lives easier.\n(added comma)\n*Note: This seems to be incorrect, so I will say that the answer MAY be #2, depending on how you were taught English.\n\n3.) There are robots all around; they make our lives easier.\n(changed comma into semicolon)
76594
both 1 and 5 are correct(they say the same thing!)
910339
1. correct\n2. correct\n3. nucleus\n4. correct\n\n7. .0625g\n8. No
884616
Possible .X....Y\noutcome\nHHHH......3....3\nHHHT......3....2\nHHTH......2....2\nHTHH......2....2\nHHTT......2....1\nHTHT......2....1\nHTTH......1....1\nHTTT......1....0\nTHHH......2....3\nTHHT......2....2\nTHTH......1....2\nTTHH......1....2\nTHTT......1....1\nTTHT......1....1\nTTTH......0....1\nTTTT......0....0\n\nHence,\nP(X=3,Y=3)=1/16\nP(X=3,Y=2)=1/16\nP(X=3,Y=1)=0\nP(X=3,Y=0)=0\nP(X=2,Y=3)=1/16\nP(X=2,Y=2)=3/16\nP(X=2,Y=1)=2/16\nP(X=2,Y=0)=0\nP(X=1,Y=3)=0\nP(X=1,Y=2)=2/16\nP(X=1,Y=1)=3/16\nP(X=1,Y=0)=1/16\nP(X=0,Y=3)=0\nP(X=0,Y=2)=0\nP(X=0,Y=1)=1/16\nP(X=0,Y=0)=1/16\n\n.................JOINT PROBABILITY DISTRIBUTION OF x & y\n\n........0.1....2.3.....|P(X=x)   \n...&#92;Y|__________|\n..X&#92;.|..........................|\n..__|..........................|\n....0|1/16.1/16.0.0.....|2/16\n......|..........................|\n....1|1/16.3/16.2/16.0|2/16\n......|..........................|\n....2|0.2/16.3/16.1/16|6/16\n......|..........................|\n....3|0....0..1/16..1/16|2/16\n......|..........................|\nP(Y=y)|2/16.6/16.6/16.2/16|1\n\nfOR 2nd part we have to find \nP(X=3|Y=1)=P(X=3,Y=1)/P(Y=1)=0\nP(X=2|Y=1)=P(X=2,Y=1)/P(Y=1)=(2/16)/(6/16)=1/3\nP(X=1|Y=1)=P(X=1,Y=1)/P(Y=1)=(3/16)/(6/16)=1/2\nP(X=0|Y=1)=P(X=0,Y=1)/P(Y=1)=(1/16)/(6/16)=1/6\nHence\n      conditonal probability distritribution of X given Y=1\n......X...|0.1.2.3..|TOTAL\n.....___|_______|_____\nP(X=x)|0.1/3.1/2.1/6.|1\n\nForget about those (.........)s. They are provided so that the tables do not collapse.
856542
Has is correct.\nWhen your talking third party the proper useage would be has. For example: Mary has had a bad day.  James has forgotten how to play. You have had a bad day. I have had a bad day.  In the the phrase you are using the have doesn't refer to the reader or writer making it a has.
390304
THE POSSIBILITIES:\n\n1.1:1→1*1=1\n2.1:2→1*2=2\n3.1:3→1*3=3\n4.1:4→1*4=4\n5.1:5→1*5=5 √\n6.1:6→1*6=6\n\n7.2:1→2*1=2\n8.2:2→2*2=2\n9.2:3→2*3=5\n10.2:4→2*4=8\n11.2:5→2*5=10 √\n12.2:6→2*6=12\n\n13.3:1→3*1=3\n14.3:2→3*2=6\n15.3:3→3*3=9\n16.3:4→3*4=12\n17.3:5→3*5=15 √\n18.3:6→3*6=18\n\n19.4:1→4*1=4\n20.4:2→4*2=8\n21.4:3→4*3=12\n22.4:4→4*4=16\n23.4:5→4*5=20 √\n24.4:6→4*6=24\n\n25.5:1→5*1=5    √\n26.5:2→5*2=10   √ \n27.5:3→5*3=15   √\n28.5:4→5*4=20   √\n29.5:5→5*5=25   √\n30.5:6→5*6=30   √\n\n31.6:1→6*1=6\n32.6:2→6*2=12\n33.6:3→6*3=18\n34.6:4→6*4=24\n35.6:5→6*5=30   √\n36.6:6→6*6=36\n\nProbability = No. of required possibilities/No. of total possible events =11/36\nSo the right answer is D
1004499
Can you use the homophones "to", "too", and "two" in one question.?
763782
number 3 would be incorrect