Match the following: alt, <HR> tag, <P> tag, It is referred to as alternate text, Define paragraphs

Monjur Alahi

Match the following:

Column‘A’ Column ‘B’
(1) alt  (A) It is referred to as alternate text
(2)
tag		  (B) Define paragraphs
(3)

tag

  (C) Display horizontal ruled line
(4) table  (D) Rows and column

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Salim Ahmed Kawsar

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Column‘A’ Column ‘B’
(1) alt  (A) It is referred to as alternate text
(2) <HR> tag   (C) Display horizontal ruled line
(3) <P> tag  (B) Define paragraphs
(4) table  (D) Rows and column

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6) Angle between vector \( \vec{A}=\vec{\imath}+2 \vec{\jmath}-\vec{k} \) and \( \vec{B}=-\vec{\imath}-2 \vec{\jmath}+\vec{k} \) will be.. a)zero \( \begin{array}{ll}\text { b) } 45^{\circ} & \text { c) } 90^{\circ}\end{array} \) d) \( 180^{\circ} \)

Given \(\vec A\) = \(\hat i+2\hat j-\hat k\) \(\vec B\) = \(-\hat i-2\hat j+\hat k\) Angle b/w \(\vec A\) and \(\vec B\) cos θ = \(\frac{\vec A.\vec B}{|\vec A|.|\vec B|}\) \(=\frac{(\hat i+2\hat j-\hat k).(-\hat i-2\hat j+\hat k)}{\sqrt{1^2+(2)^2+(1)^2}\sqrt{(-1)^2+(-2)^2+(1)^2}}\) cos θ = \(\frac{-1-4-1}{\sqrt6\times\sqrt6}\) cos θ = -6/6 cos θ = -1 θ = 180° option...

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In the text of Mahavamsa, Chandragupta is referred as, The Emperor of Jambudvipa

(d) Tax paid by the people in the form of Physical Labour – Vishti

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\[ \begin{array}{l} \text { Part - II } \\ \text { Section - D } \end{array} \] Note: answer the following question. 18. From following receipts and payments A/C of Sri Charitable Trust, \[ 1 \times 20=20 \] Additional information A. Subscriptions receivable for the year 2020 R5 2,500 B. Prepaid Rent Rs. 300 C. Outstanding stationary Bills Rs. 150 D. Capitalize donations E. Half of the entrance fees capitalized Interest receivable for the year \( 2020 Rs .200 \)

  receipts.    rs.       payment.      rs to donation.  25,000   by rent and taxes. 1300 to membership 1500    by startionary.    1200   fees to entrance fees  2400.   byscholar ship   200 to...

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___________ is referred as alternate text.

1.  Alt 2. &lt;IMG&gt;

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___________ tag is used to define paragraphs.

1. &lt;P&gt; 2. Table

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In case of an adiabatic irreversible process the following must be correct \( \Delta T_{\text {sys }}=0 \) \( \Delta S_{\text {surr }}=0 \) \( \Delta S_{\text {sys }}

We have given, Adiabatic irreversible process. It means, q = 0 (There is no heat exchange between system and surrounding) We know that, ΔSsurr = qirr/T = 0/T = 0 ∴ ΔSsurr = 0.

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__________ is referred as alternate text.

Correct option is (A) Alt

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__________ tag is used to define paragraphs. 

Correct option is  (C) &lt;P&gt;

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Match the following: <u>, <small>, <sub>,Displays text with underline, Displays text in subscript form

Column‘A’ Column ‘B’ (1) &lt;u&gt;  (A) Displays text with underline  (2 &lt;small&gt;   (C) Displays text in  small font size (3) &lt;sub&gt;  (B) Displays text in  subscript form (4) &lt;ins&gt;  (D)Anything that appears within &lt;ins&gt;…&lt;/ins&gt; element   is displayed as inserted text 

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nple 4 . If \( y=e^{3 x} x^{3} \), then find \[ \frac{d y}{d x} \text { at } x=\frac{1}{3} \text {. } \]

y = e3x x3 \(\frac{dy}{dx}\) at x = \(\frac{1}{3}\) \(\frac{dy}{dx}\) = \(\left[x^3 . \frac{d}{dx}^{(e^{3x})} + e^{3x} . \frac{d}{dx}^{(x^3)}\right]\) [By product rule] = x3 . e3x . 3 + e3x . 3x2 [By chain rule] = 3e3x x3 + e3x . 3x2  = 3x2 [e3x . x + e3x] Put x = \(\frac{1}{3}\) = 3 (\(\frac{1}{3}\))2 \(\left[e^{3{(1/3)}}.\frac{1}{3}...

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