Docs - Katex
Question
Docs - Katex
Dollar sign within katex/latex
$9000 here is the dollar sign
or even easier is to specify a backslash before the dollar sign either inside or outside the katex:
$9α
Percentage Sign
To use percentage sign, use a backslash.
%
When bold text is not working
Make sure to put proper break tag, for example:
Grant joined the two objects below.
Which object below could not be made using Grant's 2 objects?
Force katex font (1em size)
Force the use of katex fonts and over-ride the SmarterMaths default of using the system font.
This is required in rare cases where a katex symbol/instruction is not rendering appropriately (due to issues in using the system font for rendering that particular instruction.)
You can use the class="sm_katex-font" inside any div or span tag to force the katex-font.
For example:
- Using system font: =12322α. Notice the not equals symbol does not render correctly.
- Forcing the katex font: =∠12322α. Notice the not equals symbol now renders correctly. And the remaining katex is specified outside of the span so it continues to match/use the system font.
Worked Solution
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
Variant 0
DifficultyLevel
400
Question
Docs - Katex
Dollar sign within katex/latex
$9000 here is the dollar sign
or even easier is to specify a backslash before the dollar sign either inside or outside the katex:
$9α
Percentage Sign
To use percentage sign, use a backslash.
%
When bold text is not working
Make sure to put proper break tag, for example:
Grant joined the two objects below.
Which object below could not be made using Grant's 2 objects?
Force katex font (1em size)
Force the use of katex fonts and over-ride the SmarterMaths default of using the system font.
This is required in rare cases where a katex symbol/instruction is not rendering appropriately (due to issues in using the system font for rendering that particular instruction.)
You can use the class="sm_katex-font" inside any div or span tag to force the katex-font.
For example:
- Using system font: =12322α. Notice the not equals symbol does not render correctly.
- Forcing the katex font: =∠12322α. Notice the not equals symbol now renders correctly. And the remaining katex is specified outside of the span so it continues to match/use the system font.
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | |
Answers