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Let f(x) = { 80 -5 if < 10 - 7+ + b if : > 10 If f(x) is a function which is continuous everywhere, then we must have b =
Let f(x) = 82 - 5 if x < 10 1 - 7x +b if x > 10 If f(x) is a function which is continuous everywhere, then we must have b=


-6 2-5 - 2x + b if - 1 Let f(x) if 2 - 1 There are exactly two values for b which make f(x) a continuous function at x = grea
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Answer #1

So 015 xt! GX8 fons = -72e +b if *710 for continutey Little = RH: lin X510 fixed limi fixes 2 Lof lim lim neslo 8X-5 -frefb x

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