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Use the following function rule to find h(−4k)h(-4k). Simplify your answer.\newlineh(p)=−8ph(p) = -8p\newlineh(−4k)=h(-4k) = __\_\_

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Full solution

Q. Use the following function rule to find h(−4k)h(-4k). Simplify your answer.\newlineh(p)=−8ph(p) = -8p\newlineh(−4k)=h(-4k) = __\_\_
  1. Substitute −4k-4k for pp: We are given the function h(p)=−8ph(p) = -8p and we need to find the value of h(−4k)h(-4k). To do this, we substitute −4k-4k for pp in the function rule.\newlineh(−4k)=−8(−4k)h(-4k) = -8(-4k)
  2. Perform multiplication: Now we perform the multiplication of −8-8 by −4k-4k.\newlineh(−4k)=(−8)×(−4k)h(-4k) = (-8) \times (-4k)\newlineh(−4k)=32kh(-4k) = 32k

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