For the piecewise function, find the values h(−5),h(−4),h(4), and h(7).h(x)=⎩⎨⎧−3x−9,4,x+8, for x<−5 for −5≤x<4 for x≥4h(−5)=□ (Simplify your answer.)h(−4)=□ (Simplify your answer.)h(4)=□ (Simplify your answer.)h(7)=□ (Simplify your answer.)
Q. For the piecewise function, find the values h(−5),h(−4),h(4), and h(7).h(x)=⎩⎨⎧−3x−9,4,x+8, for x<−5 for −5≤x<4 for x≥4h(−5)=□ (Simplify your answer.)h(−4)=□ (Simplify your answer.)h(4)=□ (Simplify your answer.)h(7)=□ (Simplify your answer.)
Identify Input Value: To find h(−5), we look at the first part of the piecewise function because −5 is less than −5, which sounds weird but that's how it's written.h(−5)=−3(−5)−9
More problems from Power rule with rational exponents