Use of MathType software with MSWord
Download as PPT, PDF1 like1,223 views
This document discusses equation numbering and referencing in Microsoft Word using MathType. It provides instructions on: - Inserting equation numbers in various formats using the equation numbering commands. The numbers and references will automatically update when new equations are added. - Equation references can be placed in footnotes and endnotes. - Equation numbers are separate from the equations and will not be deleted if the equation is removed. References link to the number, not the equation itself.
Use of MathType software with MSWord
- 2. Equation Numbering • The equation numbering commands allow you to insert equation numbers in a Word document in a variety of formats. You can also insert references to these numbers; both numbers and references are automatically updated whenever you add new equation numbers to the document. Equation references can also be placed in footnotes and endnotes. • The equation numbers are quite separate from equations in a Word document; if you delete an equation its equation number (if any) is not automatically deleted. Similarly, an equation reference is actually a reference to an equation number, rather than a reference to the equation itself.
- 3. Differentiate the following with respect to x ( ) ( ) ( ) ( ) ( ) ( ) ( ) 2 1 sin log 1 sin 1 sin let log 1 sin log(1 sin ) log(1 sin ) log 1 sin log 1 sin 1 1 cos cos 1 sin 1 sin cos 1 sin cos 1 sin 1 sin 1 sin cos cos sin cos cos sin 1 sin x x x y x x x dy d d x x dx dx dx x x x x x x x x x x x x x x x x + − + = ÷ − = + − − = + − − = − − ÷ ÷ + − − + + = + − − + + = − 2 2cos 2sec 1 sin x x x x = = −
- 4. MathType Window Environment MathType Window and Equation Key Board Short Cuts MS Word and Equation Numbering
- 6. MathType Menu MathType Tool Bar
- 7. Menu Bar Symbol Palette Template Palette Large Tabbed Bar Small Bar Small Tabbed Bar Tab Settings Ruler Status Bar Tabs Handle
- 8. Empty slot A slot waiting to accept text, number, symbol, Template etc Parts of Equation Templates
- 9. Insertion Point A blinking horizontal and vertical line or cursor Parts of Equation Template
- 10. Selection Highlighted part to be Edited Parts of Equation Template
- 11. Status Bar Status Bar Contains Four Areas
- 12. Status Bar When you move the mouse pointer in the MathType Window the Status Bar Display changes temporarily The Mouse Pointer is on the Matrix Template The Status Bar text is -
- 13. Status Bar By right clicking on the status bar, You can customise it temporarily Color slot is right clicked. Blue color is set. Color of the equation is blue
- 14. Status Bar What you should next At Times it tells you - Work, it has carried out
- 15. TOOLBAR Normally the toolbar is docked like this
- 16. TOOLBAR By clicking on the handle, you can drag and place it anywhere in the window
- 18. MathType Window and Equation • Typing the Equation • Editing the equation • Spacing and Alignment • Formatting with Tabs • Text in Equation • Inserting a Template in an Empty Slot • Customising ToolBars • Add Special Symbols to Equation Editor
- 19. Typing the Equation 21 12 sin tany x c xµ= − ±
- 20. Activate the MathType Window Click the button
- 21. Activate the MathType Window Select Sub-Menu
- 22. Cursor Blinking
- 24. Typing the Equation y =
- 26. Typing the Equation y =
- 30. Typing the Equation 1 12y si=
- 31. Typing the Equation 1 12 siny x=
- 32. Typing the Equation 1 12 siny x c= −
- 33. Typing the Equation Ctrl + H
- 34. Typing the Equation 21 12 sin tany x c xµ= − ± Insert from Template (or) ctrl + G , m
- 37. Typing the Equation • Open MS Word • Click the Insert Display Equation • MathType Window opens • Type the equation using the proper templates • Remember Your spacebar is inactive
- 38. Typing the Equation • Editor knows where to leave space • Editor knows what are variables • Editor knows what are texts
- 39. Editing the Equation • Editing arises – • When you commit a mistake • When you try to modify an equation • When you try to use a segment of an equation in another place
- 44. Editing the Equation 2 2 21 1 1 1 n x n i x nxσ = = − ∑ 2 2 21 1 1 1 n x n i x nxσ = − ∑ You haven’t put = sign Type = sign
- 45. Editing the Equation ( ) 31 4 4 2 4 1 2 3 x I dx x x + + = + − ∫ ( ) 31 2 5 2 4 1 7 x I dx x x + + = + − ∫ There are only a few differences between the two equations
- 46. Editing the Equation ( )( ) ( ) ( ) 2 22 2 n xy x y r n x x n y y − = − − ∑ ∑ ∑ ∑ ∑ ∑ ∑ ( )( ) ( ) ( ) 2 22 2 n xy x y r n x x n y y − = − − ∑ ∑ ∑ ∑ ∑ ∑ ∑ Select & Copy Paste & Edit
- 47. Editing the Equation • Press the Tab Key to move in the clockwise direction to different positions or Slots • Press Shift + Tab Key to move in the anti- clockwise direction • If you notice slating lines across your equation - you haven’t come out of the Math Window after editing
- 49. Spacing and Alignment ( ) ( ) ( ) ( ) ( ) 1 0 1 0 lim limsup , a n n n a x dx a a x b x dx a b φ ψ →∞ →∞ ≤ ≤ ∫ ∫
- 50. Spacing and Alignment ( ) ( ) ( ) ( ) ( ) 1 0 1 0 lim limsup , a n n n a x dx a a x b x dx a b φ ψ →∞ →∞ ≤ ≤ ∫ ∫
- 51. Spacing and Alignment ( ) ( ) ( ) ( ) ( ) 1 0 1 0 limsup limsup , n n n n a x dx a a x b x dx a b φ ψ →∞ →∞ ≤ ≤ ∫ ∫ Type the First Equation – Choose the Align at = sub menu from the Format Menu – Type the Second Equation
- 52. Spacing and Alignment Zero SpaceOne Point SpaceThin SpaceThick SpaceEm Space
- 56. ( ) 1 9.76 when is even 14.3 when is add k n x n c x x n + = Formatting With Tabs
- 57. Type the expression on the left –hand side
- 58. From the drop down choose left brace
- 59. Type the right side expression using the empty slot
- 60. After x Press Ctrl + Tab to effect Tab Format Choose TEXT Sub-Menu From the STYLE Menu to Type
- 61. At the end press ENTER key to have the next expression within the Brace
- 62. At the end press ENTER key to have the next expression within the Brace
- 63. Place the Insertion Point somewhere to the right of the Tab Mark
- 64. Click This Tab
- 65. Click in this area Exactly Here in this case A Left justification is made.
- 66. If you want Right Justification at x You can go for a Right Justification By creating Tab Marks Just at the beginning of the expressions ( ) 1 9.76 when n is even 14.3 when n is add k n x c x x + =
- 67. Click This Tab
- 68. Click in this area Exactly Here in this case A Right justification is made.
- 69. If you want decimal point justification You can go for decimal Justification By creating Tab Marks Just at the beginning of the expressions ( ) 1 9.76 when n is even 14.3 when n is add k n x c x x + =
- 70. Click This Tab
- 71. Click in this area A Decimal justification is made. Exactly here in this case
- 72. ( ) 1 9.76 when is even 14.3 when is add k n x n c x x n + = Formatting With Tabs
- 73. ( ) { 1 9.76 when is evenn kc x x n= + Formatting With Tabs
- 74. ( ) { 1 9.76 when is evenn kc x x n= + Formatting With Tabs
- 75. ( ) 1 9.76 when is even 14.3 when is add k n x n c x x n + = Formatting With Tabs
- 76. ( ) 1 9.76 when is even 14.3 when is add k n x n c x x n + = Formatting With Tabs
- 77. ( ) 1 9.76 when is even 14.3 when is add k n x n c x x n + = Formatting With Tabs
- 78. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B Keep Typing inserting Templates and creating spaces using Ctrl + Space Bar
- 79. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B Before Typing these characters Press Ctrl + B
- 80. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B All other Characters as variables It assumes Pr as Probability Function
- 81. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B
- 82. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B
- 83. Text in Equation ( ) ( ) ( ) Prob Probability that and occur Prob / Prob Probability that occurs A B A B B ∩ = = both A B B ( ) ( ) ( ) Pr Pr Pr / Pr Pr ob obability that both and occur ob ob obability that occurs ∩ = = A B A B A B B B
- 84. Inserting a Template in an Empty Slot ( ) ( ) 11 12 21 22 det a a p b a a λ λ λ λ − − = − = ÷ − − I A
- 85. Inserting a Template in an Empty Slot ( ) ( ) ( )detp bλ λ= − =I A Ctrl + )
- 86. Inserting a Template in an Empty Slot ( ) ( ) ( )detp bλ λ= − =I A Empty Slot
- 87. Inserting a Template in an Empty Slot ( ) ( ) ( )detp bλ λ= − =I A
- 88. Inserting a Template in an Empty Slot ( ) ( )detp bλ λ = − = ÷ I A
- 89. Inserting a Template in an Empty Slot ( ) ( ) 11 12 21 22 det a a p b a a λ λ λ λ − − = − = ÷ − − I A
- 90. Inserting a Template in an Empty Slot ( ) ( ) 11 12 21 22 det a a p b a a λ λ λ λ − − = − = ÷ − − I A
- 92. Customising Toolbars You Want to move this Template Here
- 93. Customising Toolbars Press the Alt Key and Click on the symbol. Hold the button and drag it to the spot
- 95. Customising Toolbars Want to have the Frequently used Equation here
- 97. Customising Toolbars Temporarily it resides here
- 98. Add Special Symbols to Equations
- 99. Add Special Symbols to Equations
- 100. Add Special Symbols to Equations
- 104. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we can show that 2 cos 2 1 sin 2θ θ= −
- 105. Type the text We have two basic equations now:
- 106. We have two basic equations now :
- 109. MathType presents a dialog box Click OK button. Accept the default settings
- 110. MathType Window opens Type the 1st equation
- 111. Click the Close Button Choose Change and Return to <file Name> Sub Menu from the File Menu
- 112. MathType asks Click Yes button
- 113. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ =
- 114. Choose From MathType Tool Bar Choose Insert Right Numbered Display Equation
- 115. Following the above said method Insert the Second Equation
- 116. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− =
- 117. Enter the Text Subtracting in the next line
- 118. Choose Insert Equation Reference From the MathType Tool bar or from the MathType Menu
- 119. You are presented with a Insert Equation Reference Dialog Box Click OK
- 120. Double click on the Equation Number (1.2).
- 121. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting
- 122. (1.2) appears after Subtracting
- 123. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2)
- 124. Type the text from
- 125. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from
- 126. Choose Insert Equation Reference From the MathType Tool bar or from the MathType Menu
- 127. You are presented with a Insert Equation Reference Dialog Box Click OK
- 128. Double on the Equation Number (1.1).
- 129. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from
- 130. (1.1) appears after from
- 131. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1)
- 132. Type the text gives after(1.1)
- 133. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives
- 134. Choose From MathType Tool Bar Choose Insert Right Numbered Display Equation
- 135. Following above method Insert the Third Equation
- 136. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= −
- 137. Type the text Using
- 138. Choose Insert Equation Reference From the MathType Tool bar or from the MathType Menu
- 139. You are presented with a Insert Equation Reference Dialog Box Click OK
- 140. Double click on the Equation Number (1.3).
- 141. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using
- 142. (1.3) appears after Using
- 143. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3)
- 144. Type the text We can show that
- 145. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we show that
- 146. Choose either Insert Inline Equation button on the MathType Tool Bar or Choose the sub menu Insert Inline Equation from the MathType Menu
- 147. Insert the Equation 2 cos2 1 sin 2θ θ= −
- 148. The Equation appears after the text 2 cos2 1 sin 2θ θ= −
- 149. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we can show that 2 cos 2 1 sin 2θ θ= −
- 150. A Quick Glance
- 151. We have two basic equations now :
- 152. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ =
- 153. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− =
- 154. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting
- 155. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2)
- 156. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from
- 157. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1)
- 158. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives
- 159. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= −
- 160. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using
- 161. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3)
- 162. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we show that
- 163. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we can show that 2 cos 2 1 sin 2θ θ= −
- 164. Inserting Text and Renumbering
- 165. INSERTING A TEXT LINE AND EQUATION
- 166. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.3)θ θ= − Using (1.3) we can show that 2 cos 2 1 sin 2θ θ= −
- 167. Just below the equation (1.2), we are going to add - Adding these two together, we obtain ( )2 1 2cos 1 cos 2 (1.3)θ θ= + - and obtain
- 168. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.4)θ θ= − Using (1.4) we can show that 2 cos 2 1 sin 2θ θ= − Adding these two together, we obtain ( )2 1 2cos 1 cos 2 (1.3)θ θ= +
- 169. Open the page and just below the (1.2) equation type the text- Adding these two together, we obtain
- 170. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.4)θ θ= − Using (1.4) we can show that 2 cos 2 1 sin 2θ θ= − Adding these two together, we obtain
- 173. MathType Window opens Type the equation
- 174. Click the Close Button on the right top corner MathType asks Click Yes button
- 175. (or) Choose Change and Return to <file Name> Sub Menu from the File Menu
- 176. Click the Close Button on the right top corner MathType asks Click Yes button
- 177. We have two basic equations now : 2 2 cos sin 1 (1.1)θ θ+ = 2 2 2 cos sin cos 2 (1.2)θ θ θ− = Subtracting (1.2) from (1.1) gives ( )1 2sin 1 cos 2 (1.4)θ θ= − Using (1.4) we can show that 2 cos 2 1 sin 2θ θ= − Adding these two together, we obtain ( )2 1 2cos 1 cos 2 (1.3)θ θ= +
- 180. Inserting Templates
- 181. Inserting Symbols
- 183. Alignment-Spacing
- 184. Character Formatting