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