Writing systems of equations satisfying certain conditions For each exercise below you must write the symbolic form of a system of equations, such as (y=x²-1 which satisfies the indicated type of functions/graphs, as well as the number of solutions. For example, the system above consists of a line and a parabola and has two solutions (a quick sketch of each function/equation can show you this). The individual functions/equations can be simple, as long as they satisfy the requirements. Generate a system of equations consisting of: 1. two lines with one solution 2. two lines with zero solutions 6. an exponential function and a line, with two solutions 7. a rational function and a line, with two solutions
Writing systems of equations satisfying certain conditions For each exercise below you must write the symbolic form of a system of equations, such as (y=x²-1 which satisfies the indicated type of functions/graphs, as well as the number of solutions. For example, the system above consists of a line and a parabola and has two solutions (a quick sketch of each function/equation can show you this). The individual functions/equations can be simple, as long as they satisfy the requirements. Generate a system of equations consisting of: 1. two lines with one solution 2. two lines with zero solutions 6. an exponential function and a line, with two solutions 7. a rational function and a line, with two solutions
Chapter6: Systems Of Equations And Inequalities
Section6.5: Systems Of Inequalities
Problem 76E
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Transcribed Image Text:Writing systems of equations satisfying certain conditions
For each exercise below you must write the symbolic form of a system of equations, such as
(y=x²-1
which satisfies the indicated type of functions/graphs, as well as the number of solutions. For example, the system
above consists of a line and a parabola and has two solutions (a quick sketch of each function/equation can show you
this). The individual functions/equations can be simple, as long as they satisfy the requirements. Generate a system of
equations consisting of:
1. two lines with one solution
2. two lines with zero solutions
3. an absolute value function and a parabola, with two
solutions
4. an absolute value function and a parabola, with one
solution
5. an absolute value function and a parabola, with
zero solutions
6. an exponential function and a line, with two
solutions
7. a rational function and a line, with two solutions
8. a rational function and a line, with zero solutions
9. a radical function and a line, with two solutions
10. a radical function and a line, with one solution
52
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