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• How do you solve #-4y - ( - 10) = - 90#?
  
• Question #161f5
  
• Question #fe09a
  
• Question #7d8be
  
• How do you graph the parabola #y=x^2-3x+8# using vertex, intercepts and additional points?
  
• The equation of the curve is given by #y=x^2+ax+3#, where #a# is a constant. Given that this equation can also be written as #y=(x+4)^2+b#, find (1) the value of #a# and of #b# (2) the coordinates of the turning point of the curve Someone can help?
  
• Question #2ccc1
  
• How do you simplify #(a^2b)/(a^4b^5)#?
  
• Question #c4c25