Question Solve the equation r=193Alternative Form r≈0.157895 Evaluate 3(r×19)−14=−5Remove the parentheses 3r×19−14=−5Multiply the terms 57r−14=−5Move the constant to the right-hand side and change its sign 57r=−5+14Add the numbers 57r=9Divide both sides 5757r=579Divide the numbers r=579Solution r=193Alternative Form r≈0.157895 Show Solution Rewrite the equation 361x2+361y2=9 Evaluate 3(r×19)−14=−5Evaluate More Steps Evaluate 3(r×19)−14Remove the parentheses 3r×19−14Multiply the terms 57r−14 57r−14=−5Rewrite the expression 57r=14−5Simplify the expression 57r=9Square both sides of the equation (57r)2=92Evaluate 3249r2=92To covert the equation to rectangular coordinates using conversion formulas,substitute x2+y2 for r2 3249(x2+y2)=92Evaluate the power 3249(x2+y2)=81Divide both sides of the equation by 9 361(x2+y2)=9Solution 361x2+361y2=9 Show Solution Graph