Question 1 (50 points) Gavin's teacher asks him to change the following equation so that it has no
solutions.
15x - 2 + 8x = 6x - 11
The best strategy for Gavin is to
A. add 17x to the right side of the equation
B. add 17x to the right side of the equation and take away 9 from the left side of
the equation
C. add 4x to the right side of the equation and take away 15x from the left side of
the equation
D. leave the equation as it is since it has no solutions

22 points algebra 1//sum and product of rational and irrational numbers. dont have to do all 4 if could much : )) write an example: 1) how the product of two identical irrational numbers can be a rational number. 2) how the product of two different irrational numbers can be a rational number. 3) write a quotient of intergers that is not a real number. 4) is the set of positive irrational numbers closed for the operation of division? if not give a counter example.