College Algebra

Phân Tích Và Đánh Giá Ứng Dụng Android: College Algebra, Được Phát Triển Bởi Arfusoft. Được Liệt Kê Trong Danh Mục Giáo Dục. Phiên Bản Hiện Tại Là 1.4, Được Cập Nhật Vào Ngày 18/08/2023 . Theo Đánh Giá Của Người Dùng Trên Google Play: College Algebra. Đạt Được Hơn 98 Cài Đặt. College Algebra Hiện Có Đánh Giá 1, Xếp Hạng Trung Bình 5.0 Sao

College Algebra is a math solver and a course assistant that every student will need, no matter the degree he is pursuing at university.
College algebra is a core requirement of most majors at universities in the United States and worldwide.
The application contains all the significant chapters a student has to deal with when taking college algebra courses.
The application will help solve the following:
• Equations in the form ax + b = c
• Equations in the form ax + b = cx + d
• X-intercept of a linear function in the form y = ax + b
• Y-intercept of a linear function in the form y = ax + b
• Slope of a line [ When the equation of line y = ax + b is known]
• Slope of a line [Passing through two points (x1, y1) and (x2, y2)]
• Equation of a line [Passing through two points (x1, y1) and (x2, y2)]
• Equation of a line [ When the slope and Y-intercept are known]
• Equation of a line [ When the slope and one point (x1, y1) are known]
• System of equations [ax + b = cy and dx + e = fy]
• Quadratic functions [ax²+bx+c = 0]
• Parabola [ Orientation]
• Parabola [ Vertex and axis of symmetry]
• Complex numbers [Addition]
• Complex numbers [Subtraction]
• Complex numbers [Product]
• Complex numbers [Division]
• Solve inequalities in the form ax+b < cx+d
• Solve inequalities in the form ax+b <= cx+d
• Solve double inequalities in the form ax+b < cx+d < ex+f
• Solve double inequalities in the form ax+b <= cx+d < ex+f
• Solve double inequalities in the form ax+b < cx+d <= ex+f
• Solve double inequalities in the form ax+b <= cx+d <= ex+f
• Fibonacci nth number
• Prime number

Languages supported: English, French, Spanish, Portuguese, Italian, German, Dutch, Polish, Turkish, Croatian, Russian, Ukrainian, Belarussian, and Bulgarian.

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