Calculus
Absolute maximum=−1358e−3 at x=−1,Absolute minimum=5e2 at x=32\(\text{Absolute maximum}\)=-\(\frac{135}{8}\)e^{-3}\(\text{ at }\)x=-1,\(\quad\]\text{Absolute minimum}\)=5e^2\(\text{ at }\)x=\(\frac\)32
Absolute maximum=−1358e−3 at x=32,Absolute minimum=5e2 at x=−1\(\text{Absolute maximum}\)=-\(\frac{135}{8}\)e^{-3}\(\text{ at }\)x=\(\frac\)32,\(\quad\]\text{Absolute minimum}\)=5e^2\(\text{ at }\)x=-1
Absolute maximum=1358e−3 at x=32,Absolute minimum=−5e2 at x=−1 \(\text{Absolute maximum}\)=\(\frac{135}{8}\)e^{-3}\(\text{ at }\)x=\(\frac\)32,\(\quad\]\text{Absolute minimum}\)=-5e^2\(\text{ at }\)x=-1
Absolute maximum=1358e−3 at x=−1,Absolute minimum=−5e2 at x=32\(\text{Absolute maximum}\)=\(\frac{135}{8}\)e^{-3}\(\text{ at }\)x=-1,\(\quad\]\text{Absolute minimum}\)=-5e^2\(\text{ at }\)x=\(\frac\)32