Practice problem
Rewrite the following polynomial into standard form: x2+5x+3x5+100,000x9−50,000x20−80,000x2010,x^2 + 5x + 3x^5 + 100,000x^9 - 50,000 x^{20}-80,000x^\frac{20}{10},x2+5x+3x5+100,000x9−50,000x20−80,000x1020, assuming x≥0x\ge0x≥0.
−50,000x20+100,000x9+3x5+80,001x2+5x-50,000x^{20} + 100,000x^9 + 3x^5 + 80,001x^2 + 5x−50,000x20+100,000x9+3x5+80,001x2+5x
−50,000x20+100,000x9+3x5−79,999x2+5x-50,000x^{20} + 100,000x^9 + 3x^5 - 79,999x^2 + 5x−50,000x20+100,000x9+3x5−79,999x2+5x
100,000x9−50,000x20+3x5−80,000x2+x2+5x100,000x^9 - 50,000x^{20} + 3x^5 - 80,000x^2 + x^2 + 5x100,000x9−50,000x20+3x5−80,000x2+x2+5x
5x+x2−80,000x2+3x5−50,000x20+100,000x95x + x^2 - 80,000x^2 + 3x^5 - 50,000x^{20} + 100,000x^95x+x2−80,000x2+3x5−50,000x20+100,000x9
Type a concept, like “slope” or “photosynthesis”.