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Answers posted by meena.p
Questions
12710
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0
votes
The uncertainty in the position of a moving bullet of mass 10 g is $10^{-5}\;m$. Calculate the uncertainty in its velocity ?
answered
Jul 25, 2018
Solution : $\Delta x. m \Delta v= \large\frac{h}{4 \pi}$or $\Delta v= \large\frac{h}{4 \pi m \Delta ...
0
votes
Calculate wave number of yellow radiations having wavelength of $5800\; A_0$ .
answered
Jul 25, 2018
Solution : Wave number = 1/ wavelength Wavelength $= 5800 A_0$$\qquad= 5800 \times 10^{-10} m $Wave ...
0
votes
Which of the following is not permissible arrangement of electrons in an atom ?
answered
Jul 25, 2018
Solution : For an electron may be 0,1,2 .......... and I=0 to n=1 and m=-1 to 0 and $\pm 1/2$Hence i...
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votes
Maximum number of electrons in a subshell of an atom is determined by the following
answered
Jul 25, 2018
Solution : Total number of subshells$=(2l+1)$therefore , Maximum number of electron in the subshell ...
0
votes
If uncertainty in position and momentum are equal, then uncertainity in velocity is
answered
Jul 25, 2018
Solution : $\large\frac{1}{2m} \sqrt {\large\frac{h}{\pi}} $ According to Heisenberg's ...
0
votes
Given : The mass of electron is $9.11 \times 10^{-31}\;kg$ . Planck constant is $6.626 \times 10^{-34}\;Js$ the uncertainty involved in the measurement of velocity within a distance of $0.1\;A$ is :
answered
Jul 25, 2018
Solution : By heisenberg's uncertainty principle$\Delta p \to$ uncertainty in momentum$\Delta x \to$...
0
votes
The orientation of an atomic governed by
answered
Jul 25, 2018
Solution : The orientation of an atomic orbit is governed by magnetic quantum number.
0
votes
What will be the sum of values of x in the equation $16^x-10(4)^x+16=0$ ?
answered
Jul 24, 2018
Solution : $16x^2-10(4^x)+16=0$$16x=(4^2)^x=4^{2x}$Let $4^x=a$Hence the equation can be written as $...
0
votes
Solve for x:
$\qquad \qquad \qquad 2(x+2)^2=3x-5$
answered
Jul 24, 2018
Solution : $2[x+2]^2=3x-5$=> $2(x^2+4x+4)=3x-5$=> $2x^2+8x+8=3x-5$=> $2x^2+5x+13=0$$b^2-4ac...
0
votes
If $18x^2=39x+84$, what can be the possible values of x.
answered
Jul 24, 2018
Solution : $18x^2=39x+84$=> $18x^2-39x-84=0$=> $3(6x^2-21x+8x-28)=0$=> $3[3x(2x-7)+4(2x-7)]...
0
votes
If $\large\frac{x^2-x}{x-1}$$=1$ what are the possible values of $x$ are :
answered
Jul 24, 2018
Solution : $\large\frac{x^2-x}{x-1}$$=1$=> $\large\frac{x(x-1)}{(x-1)}$$=1$=> $x=1$But if $x=1...
0
votes
Simplify the rational expression :
$\qquad \qquad \qquad \large\frac{6k^2-18k-24}{2k+2} $
answered
Jul 24, 2018
Solution : $\large\frac{6k^2-18k-24}{2k+2}=\frac{6(k^2-3k-4)}{2(k+1)}$$\qquad= \large\frac{6(k-4)(k+...
0
votes
$36x^2-12x-15=0$ solve for $x$
answered
Jul 24, 2018
Solution : $36x^2-12x-15=0$=> $36x^2-30x+18x-15=0$$(6x+3) (6x-5)=0$If $6x+3=0=> x=-\large\frac...
0
votes
Given $x^2-5x+6=0$ and $x+k=4$ find the value of k.
answered
Jul 24, 2018
Solution : $x^5-5x+6=0$=> $x^2-3x-2x+6=0$=> $x(x-3)-2(x-3)=0$=> $(x-2)(x-3)=0$when $x=2,k=2...
0
votes
Solve
$\qquad \qquad \qquad 2x^2+7x-9=0$
answered
Jul 24, 2018
Solution : $2x^2+9x-2x-9=0$$x(2x+9)-1(2x+9)=0$=> $(2x+9)(x-1)=0$=> when $2x+9=0=>x=\large\f...
0
votes
Methyl alcohol into ethyl alcohol
answered
Jul 23, 2018
Solution : Methy alcohol can be converted to ethyl alcohol as follows https://clay6.com/mpaimg/st2.j...
0
votes
Distinguished between methyl alcohol and ethly alcohol atleast 3
answered
Jul 23, 2018
Solution : https://clay6.com/mpaimg/st1.jpg
0
votes
What volume of a 0.8M solution contains 100 Milimoles of the solute
answered
Jul 23, 2018
Solution : $M= \large\frac{mol}{V}$$V=\large\frac{mol}{M}$$\quad= \large\frac{0.1}{0.8}$$\quad= 0.12...
0
votes
Molar conductivity of a solution of is 1.62 *10ohms inverse mol inverse. I
answered
Jul 23, 2018
Solution : $\Delta _M= \large\frac{k \times 1000}{M}$ $1.62 \times 10^{2}=\frac{k \time...
0
votes
Easily liquefiable gases are adsorbed more readily. Why?
answered
Jul 23, 2018
Solution : The van der Wall's force /molecular forces of attraction /cohesive forces are greater in ...
0
votes
The activation energy for a reaction is 9kcal/mol.The increase in the rate
answered
Jul 23, 2018
Solution : From Arrhenius equation $\log \large\frac{k_2}{k_1}=\frac{E_a}{2.303\;R} \bigg(\frac{T_2 ...
0
votes
Br anion for a close packing structure, if the radius of Br anion is 195pm
answered
Jul 23, 2018
Solution : A cation that just fits into the tetraedral hole should have a radius equal to the radius...
0
votes
The volume of 0.025 M H3PO4 required to neutralise 25ml of 0.03M Ca (OH)2
answered
Jul 23, 2018
Solution : For Neutralization $x_1 \times M_1 \times v_1=x_2 \times M_2 \times v_2$For $H_3PO_4 =>...
0
votes
When electrons are passed through electromagnetic field, electrons are deflected away from
answered
Jul 23, 2018
Solution : When electrons are passed through electromagnetic field, electrons are deflected away fro...
0
votes
$Mg^{2+}$ is isoelectronic with
answered
Jul 23, 2018
Solution : isoelectronic species refers to the elements that have the same number of electrons. Hen...
0
votes
Identify the wrong statement in the following
answered
Jul 23, 2018
Solution : (c) Amongst isoelectronic species, smaller the positive charge on the cation, smaller is ...
0
votes
Find energy of each of the photons which correspond to light of frequency $3× 10^{15}\; Hz.$
answered
Jul 23, 2018
Solution : Energy (E) of a photon is given by the expression, E=hνWhere, h = Planck’s constant = $6.
0
votes
Write the complete symbol for the atom with the given atomic number (Z) and Atomic mass (A) $Z = 92, A = 233$
answered
Jul 23, 2018
Solution : The element with atomic number(Z) 92 & mass number (A)233 is uranium $=_{92} ^{233} ...
0
votes
If $\bigg(p+\large\frac{a}{v^2}\bigg)$$(v-b)=RT$$where\; P=pressure,V=volume,R=gas \;constant, T=temperature$
Then find dimension of a and b?
answered
Jul 11, 2018
Solution : $(P + a/V_2) (V - b) = RT$P is pressure, V is volume and T is temperature.$[P] = [F/A] =...
0
votes
Calculate the empirical formula and molecular formula a compound containing
answered
Jul 10, 2018
Solution : carbon %= 76.5% hydrogen $\%= 6.38\%$ Oxygen $\%=100.(76.5+6.38)$ $\...
0
votes
For a cubic crystal the phase diagonal is 3.68 angstrom .calculate the face
answered
Jul 10, 2018
Solution : For a cubic crystal $r=\large\frac{Face \;diagonal} {2 \sqrt 2}$$=1.5029\;A^{\circ}$Edge ...
0
votes
With reaction show the products of reaction of H2S with sodium Nitroprussid
answered
Jul 10, 2018
Solution : https://clay6.com/mpaimg/1_s4.jpg
0
votes
No. Of gm of oxygen in 32.2g of Na2So4. 10h20
answered
Jul 10, 2018
Solution : The formula mass of $Na_2SO_4.10H_2O=322\;g$$322\;g\;Na_2SO_4.10H_2O$ contain 14 atoms of...
0
votes
In two hydrogen atoms A and B the electrons move around nucleus in circular
answered
Jul 10, 2018
Solution : time taken to completed a single revolution T= path distance /velocityor $T=\large\frac{2...
0
votes
In a right angled triangle, one of the angles measure $x^{\circ}$ If $\sin x^{\circ}=\large\frac{\sqrt 3}{2}$ . What is $\cos(90-x)$ ?
answered
Jul 9, 2018
Solution : https://clay6.com/mpaimg/1_corr6.jpg$\sin x=\large\frac{\sqrt {3}}{2}$$AB^2+BC^2=AC^2$$(\...
0
votes
In a triangle $PQR$ right angled at $Q$, $QR=12\;cm$ and $PR=20\;cm$ . Triangle $ABC$ is similar to triangle $PQR$ where the vertices P,Q and R are corresponding to the vertices A,B and C. Each side of $\Delta ABC$ is $\large\frac{1}{4}$ the length of the corresponding slides of $\Delta PQR$. What is the value of $\sin C$ ?
answered
Jul 9, 2018
Solution : Since the slides of $\Delta ABC$ is $\large\frac{1}{4}$ the length of the correspond...
0
votes
A building $A,B$ is 40 m long. It cuts the shadow that is as long as the building then what is an angle $x$ in the given figure below?
answered
Jul 9, 2018
Solution : $\tan x = \large\frac{AB}{BC}=\frac{40}{40}$$=1$=> $x=45^{\circ}$
0
votes
If $x$ is an angle such that $0< x<90^{\circ}$, which of the following statements is not always true?
answered
Jul 9, 2018
Solution : When $x > 45^{\circ}$ 2x becomes greater than $90^{\circ}$ . This implies cosine ratio...
0
votes
Simplify $(3i)^9$
answered
Jul 9, 2018
Solution : $(3i)^9=3^9 \times i^9$$\qquad= 19683 \times (i^8)^8.i$$\qquad=19683i$
0
votes
Simplify $(2+3i)(1-i)$
answered
Jul 9, 2018
Solution : $2(1-i)+3i(1-i)$=>$=2-2i+3i+3$$\qquad= 5+i$
0
votes
If $x=2+i$ and y is its complex conjugate then evaluate $x^2+2xy+y^2$
answered
Jul 9, 2018
Solution : $x^2+2xy+y^2=(x+y)^2$If $x=2+i)$, then $y=2-i$$x+y=2+i+2-i$$\qquad= 4$$\therefore (x+y)^2...
0
votes
Evaluate $(5i)^4.(4i)^3$
answered
Jul 9, 2018
Solution : $(5^4 \times i^4 ) \times (4^3 \times i^3)$=> $625 \times 1 \times 64 \times -i$=>$...
0
votes
The complex number $2+4i$ is one of the roots to the quadratic equation $x^2+bx+c=0$ where $b$ and $c$ are real numbers. The values of $b$ and $c$ are
answered
Jul 9, 2018
Solution : $x^2+bx+c$ Since $(2+4i)$ is root of the equal $(2+4i)^2+b(2+4i)+c=0+0i$=> $4+16i-16+2...
0
votes
Find the value of $k$ if $\large\frac{2-ki}{k-i}$ is purely an imaginary number.
answered
Jul 9, 2018
Solution : $\large\frac{2-ki}{k-i} \times \frac{k+i}{k+i}= \large\frac{2(k+i)-ki(k+i)}{k^2+1}$=> ...
0
votes
$\cos^4 \theta-\sin^4 \theta=$
answered
Jul 6, 2018
Solution : $(\cos^2\theta)^2-(\sin^2 \theta)^2=(\cos^2\theta+\sin ^2\theta)(\cos^2\theta - \sin ^2\t...
0
votes
$cosec \bigg(\large\frac{13 \pi}{6}\bigg)$ is equal to
answered
Jul 6, 2018
Solution : $2 \pi+\large\frac{\pi}{6}-\frac{13 \pi}{6}$The angle lies in the I quadrant $\therefore ...
0
votes
$\cot -300^{\circ} =$
answered
Jul 6, 2018
Solution : $\cot (-300^{\circ})- \cot 300^{\circ}$$360^{\circ}-60^{\circ}=300^{\circ}$This lies in t...
0
votes
$\sin^2 \large\frac{\pi}{4} + \normalsize \cos^2 \large\frac{\pi}{3}-$$2 \tan^2 \large\frac{\pi}{3}$ is
answered
Jul 6, 2018
Solution : $\sin \large\frac{\pi}{4} =\frac{1}{\sqrt 2},$$\cos \large\frac{\pi}{3}=\frac{1}{2}$,$\ta...
0
votes
In a right angled triangle $ABC$, and if $\angle C$ is $90^{\circ}$, and if $\tan B=\large\frac{4}{3}$, find the value of $\sin ^2A+\cos ^2B$
answered
Jul 6, 2018
Solution : $AB^2=AC^2+BC^2$$\qquad= 4^2+3^2$$AB=5$$\sin A=\large\frac{3}{5}$ and $\cos B= \large\fra...
0
votes
given $\sin x=k$, where $\large\frac{\pi}{2} < \normalsize x< \large\frac{\rho \pi}{2}$ and $x$ is a radian measure of an angle. $\sin z=-k$ which of the following could not be the value ?
answered
Jul 6, 2018
Solution : $\sin(-z)=-\sin z$$\sin (\pi-x) \neq -k$Hence $(\pi-x)$ is the correct answer.
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