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 $x^2-3x+p=0$

$\alpha ,\beta ,\gamma ,\delta$ in G.P.

$\alpha +\alpha r=3$

$x^2-6x+q=0$

$\alpha r^2+\alpha r^3=6$

$\left(2\right)÷\left(1\right)\Rightarrow r^2=2$

So,  $\frac{2q+p}{2q-p}=\frac{2r^5+r}{2r^5-r}=\frac{2r^4+1}{2r^4-1}=\frac{9}{7}$

In cases where two or more candidates score the same marks in the Karnataka PGCET exam, KEA takes into account a tie-breaking method to assign ranks to the candidates. As per the Karnataka PGCET tie breaking criteria, the total aggregate marks obtained in the qualifying exam will be considered first. Candidate who has higher qualifying marks is given the higher rank in Karnataka PGCET merit list. If the qualifying exam marks are also the same, then the tie-breaking process moves to the candidate's age. Candidate who is older is considered first during the Karnataka PGCET merit rank allotment.

 $P_T=P_A+P_B=0.8\text{?}\text{?}atm$

$P_A=P_B=0.4atm$

$Y_A=0.5Y_B=0.5$

$X_A=0.2$

$P_A^o=2atm.$

Candidates seeking admission to various programmes can enrol for admission with Class 12/ graduation/ PG marks as per the course requirement. The college offers various UG courses in various streams such as Management Studies, Computer Science, etc. ISBMA, Chandigarh admissions are based on merit.

NIFT Bangalore grants admissions based on NIFT entrance exam scores. The below table presents the last three years' cutoff trend:

To get admission in Moople Institute of Animation and Design, candidates are advised to call the official contact for registration, or they can send a query through the official website of the institute. Students can check the list of table presented below to know detailed course eligibility:

 $\lambda =\frac{h}{\sqrt[]{2mE}}E=KineticEnergy$

$E=\frac{h^2}{2m{\lambda }^2}$

$=\frac{{\left(6.626\times 10^{-34}\right)}^2}{2\times 9.1\times 10^{-31}\times {\left(3.3\times 10^{-10}\right)}^2}$

= 2.215 × 10^-18

Eabsorbed – Erequired + K. E

$\frac{Eabsorbed}{Erequired}=1+\frac{K.E}{Erequired}$

= $=1+\frac{2.215\times 10^{-18}}{13.6\times 1.602\times 10^{-19}}=2.016$

$\approx$ 2

 $a=4\times 10^{-8}cmz(F.C.C)=4$

d = 9.03 g /ml

$M=\frac{d\times a^3\times N_A}{Z}$

$=\frac{9.03\times {\left(4\times 10^{-8}\right)}^3\times 6.02\times 10^{23}}{4}$

$=86.97\approx 87$

No, the SSC CHSL Tier 2 exam is not qualifying in nature. In Tier 1, it is compulsory to clear all 4 sections. Based on the performance in Sections 1 and 2 of the Tier 2 exam, candidates are shortlisted for evaluation of Section 3 (Computer Knowledge Test) and Section 4 (Skill Test/ Typing Test). However, the Computer Knowledge Test and Skill Test/ Typing Test are qualifying in nature. The SSC CHSL final merit list is prepared based on the overall performance of candidates in CHSL Tier 2 exam only.

Moople Institute of Animation and Design, Berhampore admissions are merit-based. Moople Institute, located in Berhampore, offers UG courses in Animation Film Making, VFX Film Making,  Digital Marketing, and six certificate courses in the field of Animation. MIAD also offers three-month short-term courses.

Yes, the Al Falah University Faridabad provides financial assistance to students by offering various types of scholarships to meritorious students. Here are some common types of scholarship schemes offered by the AL Falah University, Faridabad:

Bhawanipur Global Campus admissions are open. The admission to the UG and PG courses are based on MAKAUT CET, WBJEE and JEMAT. Bhawanipur Global Campus offers courses, such as MBA, EMBA, MSc, BSc, BBA and BCA.

Sure, here are some low-cost private LLB college options in India:

Note: The information is sourced from the official/counselling body of the institute/exam.

Yes, Moople Institute of Animation and Design, Berhampore admissions are open. Moople Institute of Animation and Design, Berhampore offers BSc and various certification programmes in the fields of Animation, VFX, Graphics Design, Web Design, Digital Marketing, Game Art and Animation. The Institute offers these courses based on merit and for the duration of four months to four years. 

eq of ${\mathrm{H}}_2{\mathrm{O}}_2=$ eq of ${\mathrm{K}\mathrm{M}\mathrm{n}\mathrm{O}}_4$

$\begin{array}{rr}& =\frac{0.316}{158}*5=0.01\\ & =\frac{0.01*17}{0.2}*100=85\mathrm{\%}\end{array}$

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Al Falah University Faridabad offers a wide range of programmes to students at the UG, PG, and PhD levels. The university offers BTech and MBA programme to students at the UG and PG levels for a duration of 4 and 2 years, respectively. Further, the Al Falah Faridabad courses are approved by some of the eminent recognising bodies such as NMC, AICTE,  and NCTE.