Bytelearn - cat image with glassesAI tutor

Welcome to Bytelearn!

Let’s check out your problem:

For the piecewise function, find the values 
h(-5),h(-4),h(4), and 
h(7).

h(x)={[-3x-9","," for "x < -5],[4","," for "-5 <= x < 4],[x+8","," for "x >= 4]:}

h(-5)= 
◻ (Simplify your answer.)

h(-4)= 
◻ (Simplify your answer.)

h(4)= 
◻ (Simplify your answer.)

h(7)= 
◻ (Simplify your answer.)

For the piecewise function, find the values h(5),h(4),h(4) h(-5), h(-4), h(4) , and h(7) h(7) .\newlineh(x)={3x9, for x<54, for 5x<4x+8, for x4 h(x)=\left\{\begin{array}{ll} -3 x-9, & \text { for } x<-5 \\ 4, & \text { for }-5 \leq x<4 \\ x+8, & \text { for } x \geq 4 \end{array}\right. \newlineh(5)= h(-5)= \square (Simplify your answer.)\newlineh(4)= h(-4)= \square (Simplify your answer.)\newlineh(4)= h(4)= \square (Simplify your answer.)\newlineh(7)= h(7)= \square (Simplify your answer.)

Full solution

Q. For the piecewise function, find the values h(5),h(4),h(4) h(-5), h(-4), h(4) , and h(7) h(7) .\newlineh(x)={3x9, for x<54, for 5x<4x+8, for x4 h(x)=\left\{\begin{array}{ll} -3 x-9, & \text { for } x<-5 \\ 4, & \text { for }-5 \leq x<4 \\ x+8, & \text { for } x \geq 4 \end{array}\right. \newlineh(5)= h(-5)= \square (Simplify your answer.)\newlineh(4)= h(-4)= \square (Simplify your answer.)\newlineh(4)= h(4)= \square (Simplify your answer.)\newlineh(7)= h(7)= \square (Simplify your answer.)
  1. Identify Input Value: To find h(5)h(-5), we look at the first part of the piecewise function because 5-5 is less than 5-5, which sounds weird but that's how it's written.\newlineh(5)=3(5)9h(-5) = -3(-5) - 9

More problems from Power rule with rational exponents