Click on Math Type and Then Insert Inline Equation Or Just Click on Sigma in the Toolbar

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Click on Math Type and Then Insert Inline Equation Or Just Click on Sigma in the Toolbar

Using Math Type

Click on the "Math Type" menu and then click "Inline"/"Insert Inline Equation". If the toolbar is not showing, click on View, Toolbars, MathType

Or One of the 2 following windows should open.

Or With the full version: As you use symbols, they will show up in the third row so that you can just reuse them quickly. You can type something in the white area, select it, and then click and drag it into one of the tabbed areas for use later. To name a new tabbed area, right click on the tab and go to properties.

Problem numbers should be typed in Word, not MathType for DBT. Problem numbers should be typed in MathType, not Word for Tiger. Each time you enter a complete equation/expression, click the red X to close and Yes to bring it in the document. Then click "Inline" to enter another. ROW 1

is used for inequalities. For +, -, =, <, or >, just use the keyboard.

#2+3 "k: #7 x-52+ 3 7 .1 #8 x -5 > 8 y `:`: #3.81 z /.ky #23.81 z 2

is used for operations. For +, - just use the keyboard.

3+ 2 3 2 3 2 3 2 #3+2 #3*2 or #3./2 #3-2 3- 2 #3`*2 3 2

is used with set notation.

#2`e .(0, 2, 3, 4, 8.) 2 {0,2,3,4,8} #5 /`e .(0, 2, 3, 4, 8.) 5 {0,2,3,4,8} ,a.+,b A,a.%,b B A B { } = .( .) .k _0 To type a space between the braces use Ctrl+Space! is used for segments, rays, lines, and vectors in geometry.

is used for degrees, angle, perpendicular, parallel, and shape indicators.

m${ ,a,b,c .k #45~.* m� ABC 45 s s  ",a,b<${33o} $p ",c,d<${33o} AB^ CD s s  ",a,b<${33o} $l ",c,d<${33o} ABP CD $4 ,a,b,c,d $cWABCD ,p d P $t,a,b,c `:.k $t,d,e,f VABC@ V DEF Use the square or circle and change the 2nd character to a t.

is used for Pi.

,c .k #2.pr C= 2p r ROW 2

is used for parentheses, brackets, braces, and absolute value.

is used to make rows or columns of numbers.

is used for fractions, roots, or radicals

is used for exponents and subscripts. 2 -b� b4 ac 2 2 Try the following: x = d=( x1 - x 2) +( y 1 - y 2 ) 2a

Find the midpoint between (5,- 6) and (-3,7)

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