Consider the function m(t) = -28/5t Angie states that the additive inverse is p(t) = 28/5t and the multiplicative inverse is r(t) = -28/5t. Is one (or both) of Angies Conclusions correct? Angie is correct

Consider the function m(t) = -28/5t

Angie states that the additive inverse is p(t) = 28/5t and the multiplicative inverse is r(t) = -28/5t. Is one (or both) of Angies Conclusions correct?

Angie is correct about both inverses.
Angie is correct about neither inverses.
Angie is correct about the additive inverse only.
Angie is correct about the multiplicative inverse only.

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Consider the function m(t) = -28/5t Angie states that the additive inverse is p(t) = 28/5t and the multiplicative inverse is r(t) = -28/5t. Is one (or both) of Angies Conclusion…

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