Determine the values for M and B: 1. The limit: lim_ f(x) exists when M =...

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Determine the values for M and B: 1. The limit: lim_ f(x) exists when M = x→-7 2. The limit: lim f(x) exists when B = x 5 ; in which case, lim_ f(x) = x-7 in which case, lim f(x) = x+5 • all answers should be given as numbers ● if a result does not exist, respond with "DNE" or "undefined" f(x) = Mx + 23, -4x - 3, x+B₁ x≤-7 -7 < x < 5 x ≥ 5 Determine the values for M and B: 1. The limit: lim_ f(x) exists when M = x→-7 2. The limit: lim f(x) exists when B = x 5 ; in which case, lim_ f(x) = x-7 in which case, lim f(x) = x+5 • all answers should be given as numbers ● if a result does not exist, respond with "DNE" or "undefined" f(x) = Mx + 23, -4x - 3, x+B₁ x≤-7 -7 < x < 5 x ≥ 5