{ localUrl: '../page/56p.html', arbitalUrl: 'https://arbital.com/p/56p', rawJsonUrl: '../raw/56p.json', likeableId: '0', likeableType: 'page', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], pageId: '56p', edit: '3', editSummary: '', prevEdit: '2', currentEdit: '3', wasPublished: 'true', type: 'wiki', title: 'Math 2 example statements', clickbait: 'If you can read these formulas, you're in Math 2!', textLength: '1049', alias: '56p', externalUrl: '', sortChildrenBy: 'likes', hasVote: 'false', voteType: '', votesAnonymous: 'false', editCreatorId: 'JoeZeng', editCreatedAt: '2016-07-07 17:19:21', pageCreatorId: 'JoeZeng', pageCreatedAt: '2016-07-07 16:47:41', seeDomainId: '0', editDomainId: 'AlexeiAndreev', submitToDomainId: '0', isAutosave: 'false', isSnapshot: 'false', isLiveEdit: 'true', isMinorEdit: 'false', indirectTeacher: 'false', todoCount: '0', isEditorComment: 'false', isApprovedComment: 'true', isResolved: 'false', snapshotText: '', anchorContext: '', anchorText: '', anchorOffset: '0', mergedInto: '', isDeleted: 'false', viewCount: '143', text: 'If you're at a Math 2 level, you'll probably be familiar with most or all of these sentences and formulas, or you would be able to understand what they meant on a surface level if you were to look them up.\n\n> The [-quadratic_formula] states that the roots of every quadratic expression $ax^2 + bx + c$ are equal to $\\displaystyle \\frac{-b \\pm \\sqrt{b^2 - 4ac}}{2a}$. The expression under the [-square_root], $b^2 - 4ac$, is called the [-discriminant], and determines how many roots there are in the equation.\n\n> The imaginary number $i$ is defined as the primary root of the quadratic equation $x^2 + 1 = 0$.\n\n> To solve the system of linear equations $\\begin{matrix}ax + by = c \\\\ dx + ey = f\\end{matrix}$ for $x$ and $y$, the value of $x$ can be computed as $\\displaystyle \\frac{bf - ce}{bd - ae}$.\n\n> The [-power_rule] in calculus states that $\\frac{d}{dx} x^n = nx^{n-1}$.\n\n> All the solutions to the equation $m^n = n^m$ where $m < n$ are of the form $m = (1 + \\frac 1x)^x$ and $n = (1 + \\frac 1x)^{x+1}$, where $x$ is any positive real number.', metaText: '', isTextLoaded: 'true', isSubscribedToDiscussion: 'false', isSubscribedToUser: 'false', isSubscribedAsMaintainer: 'false', discussionSubscriberCount: '1', maintainerCount: '1', userSubscriberCount: '0', lastVisit: '', hasDraft: 'false', votes: [], voteSummary: 'null', muVoteSummary: '0', voteScaling: '0', currentUserVote: '-2', voteCount: '0', lockedVoteType: '', maxEditEver: '0', redLinkCount: '0', lockedBy: '', lockedUntil: '', nextPageId: '', prevPageId: '', usedAsMastery: 'false', proposalEditNum: '0', permissions: { edit: { has: 'false', reason: 'You don't have domain permission to edit this page' }, proposeEdit: { has: 'true', reason: '' }, delete: { has: 'false', reason: 'You don't have domain permission to delete this page' }, comment: { has: 'false', reason: 'You can't comment in this domain because you are not a member' }, proposeComment: { has: 'true', reason: '' } }, summaries: {}, creatorIds: [ 'JoeZeng', 'PatrickStevens' ], childIds: [], parentIds: [ 'math2' ], commentIds: [], questionIds: [], tagIds: [], relatedIds: [], markIds: [], explanations: [], learnMore: [], requirements: [], subjects: [], lenses: [], lensParentId: 'math2', pathPages: [], learnMoreTaughtMap: {}, learnMoreCoveredMap: {}, learnMoreRequiredMap: {}, editHistory: {}, domainSubmissions: {}, answers: [], answerCount: '0', commentCount: '0', newCommentCount: '0', linkedMarkCount: '0', changeLogs: [ { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '16005', pageId: '56p', userId: 'JoeZeng', edit: '3', type: 'newEdit', createdAt: '2016-07-07 17:19:21', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '15999', pageId: '56p', userId: 'PatrickStevens', edit: '2', type: 'newEdit', createdAt: '2016-07-07 16:48:48', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '15998', pageId: '56p', userId: 'JoeZeng', edit: '0', type: 'newParent', createdAt: '2016-07-07 16:47:42', auxPageId: 'math2', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '15996', pageId: '56p', userId: 'JoeZeng', edit: '1', type: 'newEdit', createdAt: '2016-07-07 16:47:41', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' } ], feedSubmissions: [], searchStrings: {}, hasChildren: 'false', hasParents: 'true', redAliases: {}, improvementTagIds: [], nonMetaTagIds: [], todos: [], slowDownMap: 'null', speedUpMap: 'null', arcPageIds: 'null', contentRequests: {} }