M.Phil.
5 Years
I have 5 years experience. Proficient in developing new lessons and activities to expand learning opportunities and in giving conceptual knowledge. Provide individualized instruction to keep all students at expected skill level. Identify and organise field trips to enhance curriculum. Meet with parents to discuss progress and address behavior or mastery issues. Develop discipline plans and work closely with at-risk students.
Home Tuition Only
My approach varies depending on the student’s needs and learning style. However my teaching philosophy is based on encouraging students to think for themselves, using real-world examples wherever possible. My aim as a tutor is to create in my students a deep understanding and confidence in answering exam questions and being able to tackle new and unfamiliar problems. My philosophy is based on the idea that learning happens in an environment of mutual respect in which the student is encouraged to think and make new connections for themselves.
800.00
Class 9 - 10 | Mathematics, CBSE | INR 500.00 /hour |
Class 11 - 12 | Mathematics, CBSE Board | INR 600.00 /hour |
College Level | Mathematics, Business Mathematics | INR 700.00 /hour |
Engineering Entrance & IITJEE | GATE Exam, IIT JEE Mains, IIT JAM, IIT JEE Advanced | INR 800.00 /hour |
Engineering Subjects | Mathematics | INR 600.00 /hour |
Competitive Exams | SSC Exams, Defence Exams, Railways Exams, Bank PO | INR 500.00 /hour |
It takes 16 days for 10 women to complete the work
Answer is 3.75 km as shown in the image uploaded
Answer is 72 sq.cm
Answer is 4 days
700 min
Increase by 8%
Sir stands for silicon.
First and the foremost, be thorough with the syllabus. If you are unable to attend it classes after school hours, one option is to borrow books from the school library or if you can afford to buy them, well and good. The best books for IIT JEE are: Mathematics: ML KHANNA and JN SHARMA HALL AND KNIGHT for higher algebra TATA McGraw Hill S.L. LONEY for Trigonometry and Coordinate geometry I .A. MARON for calculus These are precious books and I still possess them. I completed schooling in 1998. PHYSICS: HC VERMA I E IRODOV RESNICK AND HALLIDAY NELKON AND PARKER CHEMISTRY: OP AGARWAL JD LEE for inorganic chemistry
IIT JAM is a joint admission to M.Sc at IITs. These days, a single entrance is conducted by any one of the IITs and based on the cutoffs of different IITs and based on your choice, you can join whichever IIT you wish to provided you score high. Admission to integrated PhD is also possible through JAM. But it is available in selected IITs.
1. FIITJEE 2. Aakash
Remember that there is no substitute for hard work and no shortcut to success. I think this statement says everything.
For CSE students, some of the best books are: Discrete Mathematics by CL Liu and Tremblay and Manohar Digital logic and computer design and computer architecture by Morris Mano Algorithms by klienberg and Tardos Theory of computation by Michael Sipser, Peter Linz, Papodimitrou and formal languages and automata theory by hopcroft and Ullman. Guides: Gate tutor Made easy Vani institute of higher technology Ace Etc.
Circle. The general equation of a circle is ax*x+b*x*y+cy*y+2*g*x+2*f*y+c=0
Push
A psychologist mainly gives counseling to psychiatric patients and other patients as well. His role is to take away all the negative thoughts from the patient and try to inculcate positive thoughts in them.
ISI Bangalore is one of the best places to get trained in advanced statistics
Indian statistical institute, Chennai is the best place for studying statistics
Indian statistical institute, Kolkata. It has a variety of courses to choose from
IIT Bombay. It has a course titled applied statistics and informatics. That should be the best in Mumbai
P(B) =0.42. Therefore P( not B) =1-P(B)=1-0.42=0.58
Length of the major axis=2a and length of the minor axis=2b. Here a=Sqrt(6) and b=Sqrt(2). Therefore 2√2 is the length of minor axis of the ellipse x^2/a^2 + y^2/b^2=1
A queue is correct as in a queue always a person is inserted in the end and deletion is done in the beginning
One is the correct answer by following the steps. First we are pushing 1and popping it outside. Then we are pushing 2 and 3 and popping 3 outside. Then we are pushing 4 and popping two elements namely 2 and 4 outside. Now we are pushing 5. Therefore, finally there is one element in the stack
Length of the major axis=2*a Here a=7.Therefore, length of the major axis =14. The general equation of the ellipse is x^2/a^2+y^2/b^2=1
Length of the latus rectum of a parabola y^2=4ax is 4a. Here 4a= 48. Therefore, length of the latus rectum=48
Length of the minor axis of the ellipse x^2/a^2+y^2/b^2=1 is 2b. Here b=4 as b^2=16. Therefore, length of the minor axis =8
Centre of the circle x^2+y^2+2gx+2fy+c=0 is (-g, -f). Here g=2, f=4. Therefore, centre is (-2,-4)
The equation of the circle is (x-h)^2+(y-k)^2=r^2. Here, h=5, k=7 and r=8. So, centre is (5,7) as (h,k) is the centre
The thousand's place cannot be zero as it has to be a three digit number. Therefore, there are nine ways of filling the thousands place (1,2,3,4,5,6,7,8,9). The hundreds place can be filled in 9 ways(except the digit placed in thousands place, every other digit can come including zero). The units place can be filled in 8 ways(except the two digits placed in the hundreds and thousands place). Therefore, total number of ways=9*9*8=81*8=648 ways
x^2+y^2-2x-8y+8=0
x^2+y^2-6y=0
11
The units digit can be one of 2 or 4 or 6. There are 3 ways of filling the units digit. Since the digits are not repeated, the hundreds place can be filled in 5 ways(apart from the digit placed in units place) and the thousands place can be filled in 4 ways(apart from the two digits placed in units and hundreds place). Therefore, total number of ways=5*4*3=60
Multiplying and dividing by the conjugate, and using i^2=-1, we arrive at the answer
-16. Just substitute the value of x in f(x). f(-3)=3(-3)-7=-9-7=-16
64 ways.
x^2+(y-3)^2=9 x^2+y^2-6y=0
121 because the pattern is 1^2, 3^2,5^2,7^2,9^2,11^2,13^2
Present weight of A is 3 kg
Average speed=2*x*y/(x+y). Here x=5, y=1 Therefore, average speed =10/6=5/3 kmph
Put n=4, we get (-1)^3*4^4=-256
8 days
S.P=129.08
Let the number be x. X/5=48 X=240 62*240/100=62*12/5=744/5= 148.8
Let the number be x 20*30*2x/10000=36 12x/100=36 X/100=3 X=300
We know that (a+b+c)^2=a^2+b^2+c^2+2(ab+bc+ca) Therefore, 0= 20+2(ab+bc+ca) ab+bc+ca= -10
Average= 112+102+133+116+127/5=590/5=118
Let the original price of wheat be RS.x per kg Then, x-x/5=4x/5 New price = 4x/5 per kg Originally, for RS.x he gets 1 kg For RS. 600, he would have got 600/x kgs Now, he gets 600/x + 10 kgs for RS. 600 Therefore, (4x/5)(600/x+10)=600 4x(600+10x)/5x=600 600+10x=750 10x=150 X=15 New price of wheat= 4x/5=4*15/5=RS.12 per kg Answer: RS.12 per kg Option D is correct