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There are many universities which offer PhD program in English. The duration of this program may be between 4-6 years depending on the scholar; if he/she is full time PhD scholar or part time. The fees may range from Rs 10000- Rs Rs 1 lakh.

Some of universities which

Hello Aspirant

Yes, you can study BEd in correspondence from a good college. There is no upper age limit for BEd courses in India, you can pursue it even at the age of 40. A correspondence in BEd can cost you anywhere around 30,000/- to 2 lacs. It all depends

Hello Supriya

Diploma in tours and travels is a one year's course.

Fee structure in Dr D Y patil is 1,50,000.

This is tution fees and apart from Tution fees you will be charged hostel fees .

Diploma in tours and hospitality management is a professional Course, deals with hotel

Hello Aspirant

BA in economics course is a course that is offered for a bachelor's degree. BA Economics can either be a general course or honors, it depends on the college, which one they offer. An Honors course is deemed to be good because that counts as a professional course.

The duration of IELTS coaching can vary based on the intensity and structure of the program. Typically, IELTS coaching programs can range from 4 to 12 weeks, with classes often held 2-3 times per week. Some programs offer intensive courses that may be completed in a shorter period, while others

Correct Answer: 1st April, 2012 to 31st March, 2017

Solution : The correct option is from 1st April 2012 to 31st March 2017.

The twelfth Five-Year Plan in India spanned from April 1, 2012, to March 31, 2017. It was a comprehensive blueprint for India's development during that period, focusing

Correct Answer: $\cos 2A$

Solution : $\cos (36^{\circ}+A). \cos (36^{\circ}-A)+\cos (54^{\circ}+A) .\cos (54^{\circ}-A)$
= $\cos (36^{\circ}+A) . \cos (36^{\circ}-A)+\sin [90^{\circ}-(54^{\circ}+A)] . \sin [90^{\circ}-(54^{\circ}-A )]$
= $\cos (36^{\circ}+A) \cdot \cos (36^{\circ}-A)+\sin (36^{\circ}-A) \cdot \sin (36^{\circ}+A)$
= $\cos (36^{\circ}+A-36^{\circ}+A )$ [$\because \cos(A- B) =\sin A.\sin B +\cos A. \cos B$]
= $\cos

Correct Answer: 6 months

Solution : The correct answer is 6 months.

A presidential election must be held as soon as possible and, in any case, no later than six months from the date the vacancy occurred, according to Article 62 of the Indian Constitution. The article also states that