itsyeboiwolfie2500
15.04.2020 •
Mathematics
(1.1: Geometry) Suppose we want to express the point (2; 3) in R2 as the solution space of a system of linear equations. (a) What is the smallest number of equations you would need? Write down such a system. (b) Can you add one more equation to the system in (a) so that the new system still has the unique solution (2; 3)? (c) What is the maximum number of distinct equations you can add to your system in (a) to still maintain the unique solution (2; 3)? (d) Is there a general form for the equations in (c)?
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Ответ:
5+4x=-11
Step-by-step explanation: First it says "The sum of 5 and four times a number" which going to be 5+4x because 4 time a number so it's going to be 4x. Then the last thing you will need to do is to add in the equal sign which the whole equation going to be 5 + 4x = -11.