question archive 1) if tan theta and sec theta are both negative, in which quadrant does the terminal arm of angle theta lie? 2)complete an equation, in factored form, of a cubic polynomial function with a double root at 4, and a root at -3 determine the end behaviour for the function g(x)=-2x^4 - 3x^2+1 a) as x --->-infinity (-00) g(x)---> __________________ b)as x----> infinity (00) g(x)---> _________________
1) if tan theta and sec theta are both negative, in which quadrant does the terminal arm of angle theta lie? 2)complete an equation, in factored form, of a cubic polynomial function with a double root at 4, and a root at -3 determine the end behaviour for the function g(x)=-2x^4 - 3x^2+1 a) as x --->-infinity (-00) g(x)---> __________________ b)as x----> infinity (00) g(x)---> _________________
Subject:MathPrice: Bought3
1) if tan theta and sec theta are both negative, in which quadrant does the terminal arm of angle theta lie?
2)complete an equation, in factored form, of a cubic polynomial function with a double root at 4, and a root at -3
determine the end behaviour for the function g(x)=-2x^4 - 3x^2+1
a) as x --->-infinity (-00) g(x)---> __________________
b)as x----> infinity (00) g(x)---> _________________
