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SCOP divides seats into two quotas:

85% of seats — “Merit Quota”: for Indian nationals / eligible OCI/PIO candidates. Selection among these seats is done strictly on the basis of NEET‑UG merit (score). 

15% of seats — “Institutional / Management / Discretionary Quota”: these are allotted first to Foreign Nationals and NRIs. If those seats remain unfilled, eligible OCI/PIO or Indian nationals may be considered.

$\alpha =\frac{\Delta l_C}{\Delta l_E}=\frac{3.5}{4}=\frac{7}{8}$

$\beta =\frac{\alpha }{1-\alpha }=\frac{7/8}{1-7/8}=7$

lim (x→1) [f (1)g (x)-f (1)-g (1)f (x)+g (1)] / [f (1)g (x)-f (x)g (1)], form: 0/0
lim (x→1) [f (1)g' (x)-g (1)f' (x)] / [f (1)g' (x)-f' (x)g (1)] = 1

Krupanidhi College of Management considers entrance exam scores of the candidates for admission. The college accepts scores in CAT, MAT, XAT, PGCET, etc. for admission to MBA and PGDM programmes. Aspirants can also appear for Krupanidhi Scholarship Entrance Test (KSET) for admission. Selected candidates are further called for a group discussion and personal interview round.

Focus of a spherical convex mirror is in the same side of centre of curvature. Thus, f = + $\frac{1}{2}r.$

|Z|max + |Z|min
= 6 + 0
= 6

$H=\frac{\lambda }{4}$

$\Rightarrow 20=\frac{\lambda }{4}$

$\lambda =80cm$

Now first overtone for open organ pipe

$L_2=4\frac{\lambda }{4}=\lambda =80cm$

? + b? = λ? c? (i)
b? + c? = λ? (ii)
Form (i) – (ii),
? – c? = λ? c? – λ?
(1 + λ? )? = (1 + λ? )c?
? ? and c? are non – collinear
⇒ 1 + λ? = 0, 1 + λ? = 0
λ? = λ? = -1
⇒? + b? + c? = 0

In isothermal process, temperature is constant.

In isochoric process, volume is constant.

In adiabatic process, there is no exchange of heat.

In isobaric process, pressure is constant.

f (x) = x√ (1 – x²)
∴ 1 - x² ≥ 0
⇒ x ∈ [-1, 1]
Put x = cos θ
⇒ f (θ) = cos θ|sin θ|
If sin θ > 0, f (θ) = sin θ cos θ
= (sin 2θ)/2, f (θ) ∈ [-1/2, 1/2]
if sin θ < 0, f (θ) = – sin θ cos θ
= - (sin 2θ)/2, f (θ) ∈ [-1/2, 1/2]

$Q_1=\underset{water}{20°C}\to 100°steam$

$Q_1=mc\Delta T+mL$

$=m\left[c\Delta T+L\right]$

$=31000=31\times 10^{3}cal$

$Q_2=\frac{293}{373}\times 31\times 10^3$

 

5 red, 3 yellow
There are 3 points in sample space either both are red or both are yellow or one is red other is yellow.
⇒ P (E) = (3.5+5.3) / (3.5+5.3+5.4+3.2) = 15/28

For part AM, slope of v – t graph is constant but negative. For part MB, slope of v – t graph is constant but positive.

I = ∫ (cos 4x-1)/ (cot x-tan x) dx = ∫ (2 cos² 2x-1-1)/ (cos²x-sin²x)/ (sin x cos x) dx
= 2 ∫ (cos² 2x-1) sin x cos x) / (cos 2x) dx = ∫ (cos² 2x-1) sin 2x) / (cos 2x) dx
Put cos 2x = t
-2 sin 2x dx = dt
I = -1/2 ∫ (t²-1)/t dt = 1/2 ∫ (1/t - t) dt
= 1/2 (ln|t| - t²/2) + c
= 1/2 ln|cos 2x| - 1/4 cos² (2x) + c

$\gamma =3\alpha$

$\Delta V=\gamma V\Delta T=3\alpha .a^3.\Delta T$

| 1 -1 -1 |
| 1 -k | = 0
| k 2 1 |

⇒ 1 (1 + 2k) + 1 (1 + k²) – 1 (2 – k) = 0
2k + 1 + 1 + k² − 2 + k = 0
k² + 3k = 0
k = 0, -3

$\tau =\eta \frac{v}{h}$  

              Given

              $\tau =10^{-3}N/m^2$  

              (shear stress)

              h =?

              v = 36 km/hr = 10 m/sec

              $10^{-3}=\frac{10^{-2}\times 10}{h}$

h = 100 m

NTR University of Health Sciences is affiliated with around 20 colleges that offer MBBS courses, and the total number of seats offered for the courses is around 3240. Two of the affiliated colleges offer the highest number of seats in the MBBS course. Check out the name of the affiliated college with the number of offered seats in the table below:

Sister Nivedita University offers a wide range of programmes, including BTech, BSc,  BPharm, BA,  MBA, MTech,  MCom, MFA, and many more. The university conducts the SNUET exam for admission to most of the UG & PG courses. Candidates seeking admission to the BTech programme must be Class 12 passed in the Science stream with at least 55%-60% aggregate.