List of top Questions asked in AMUEEE

The ratio of magnetic moment (spin only value) between $ [FeF_{6}]^{3-} $ and $ [Fe(CN)_{6}]^{3-} $ is approximately

The production of dihydrogen gas via water-gas shift reaction $ CO(g) + H_{2}O(g) { ->[{\Delta}][{Catalyst}] } CO_{2}(g) +H_{2}(g) $ The $ CO_{2} $ gas is removed by scrubbing with solution of

The process of nutrient enrichment of water, and subsequent loss of species diversity is referred to as

The process of conversion of nitrogen to ammonia by the microbes is described as

The inflorescence in which sessile flowers are borne acropetally on an elongated rachis, it is called

The image of an object in concave lens is formed at $ f/2 $ , where $ f $ is the focal length of the lens. Find the distance of the object from the lens

The displacement $'x'$ (in meter) of a particle of mass $'m'$ (in $kg$) moving in one dimension under the action of a force, is related to time $'t'$ (in sec) by $t = \sqrt x +3$. The displacement of the particle when its velocity is zero, will be

The correct symbol of the species with number of electrons, protons and neutrons as $ 18,16 $ and $ 16 $ respectively is

The correct order of basic strength in aqueous solution is

Television picture tube is basically

Stilt roots are found in

Statin, a blood-cholesterol lowering agent, is commercially obtained from

Protein encoded by gene cry $I \,AB$ controls the infestation of which of the following insects

In respiration, more than one $R. $ value results from the use of

In order to lessen the suffering of phenylketonurics their diet should have

In habitual alcohol drinkers liver gets damaged because of

In $DNA$ fingerprinting, the process of $DNA$ hybridisation with the help of specific $DNA$ probe is described as

In a monocot leaf stomata are present

In a dihybrid cross between two heterozygotes $AaBb \times AaBb$, if we get $3 : 1$ ratio among the off springs, the reason for this may be

Let $ f(x) $ be differentiable on the interval $ (0, \infty) $ such that $ f(1) = 1 $ and $ lim_{t \rightarrow x} \frac {t^2f(x)-x^2f(t)}{t-x} =1 $ for each $ x>0 $ . Then, $ f(x) $ is

Let $ V_r $ denote the sum of the first $ r $ terms of an arithmetic progression $ (AP) $ whose first term is $ r $ and the common difference is $ (2r - 1) $ . The sum $ V_1 + V_2 + ..... + V_n $ is

Let $ f $ be the function $ [-\pi, \pi] $ given by $ f(0) = 9 \,and\,f(x) \,=\, f(x) = sin (\frac {9x}{2})/sin(\frac {x}{2}) $ for $ x \neq 0 $ . The value of $ \frac{2}{\pi} \int^{\pi}_{-\pi} $ $ f(x) dx $ is

If $ (1+x+x^2)^n = a_o +a_1x +a_2x^2 +.....+a_{2n} x^{2n}, $ then $ a_o+a_3+a_6+.....= $

$ \frac {C_1}{C_o} + 2 \frac {C_2}{C_1} +3\frac {C_3}{C_2} + .... +n \frac {C_n}{C_{n-1}} $ =

Which of the following is a correct solution of $ x\,cosx\,\left(\frac{dy}{dx}\right) + y(x sin x +cos x) = 1 ? $