Let F(t)=5*3^(t),a=2,b=3, and f(t)=F^(')(t). Write the integral int_a^b f(t)dt and evaluate it using the Fundamental Theorem of Calculus. int_2^3 ln(3)*3^(t)dt=270 int_2^3 5ln(3)*3^(t)dt=90 int_2^3 5ln(3)*3^(t)dt=46,875 int_2^3 5ln(3)*3^(t)dt=180 int_2^3 5ln(3^(t))*3^(t)dt=90

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Let F(t)=5*3^(t),a=2,b=3, and f(t)=F^(')(t). Write the integral  int_a^b f(t)dt and evaluate it using the Fundamental Theorem of Calculus.  int_2^3 ln(3)*3^(t)dt=270  int_2^3 5ln(3)*3^(t)dt=90  int_2^3 5ln(3)*3^(t)dt=46,875  int_2^3 5ln(3)*3^(t)dt=180  int_2^3 5ln(3^(t))*3^(t)dt=90

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Solution for - Let F(t)=5*3^(t),a=2,b=3, and f(t)=F^(')(t). Write the integral  int_a^b f(t)dt and evaluate it usin

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(Solved): Let F(t)=5*3^(t),a=2,b=3, and f(t)=F^(')(t). Write the integral \int_a^b f(t)dt and evaluate it usin ...

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