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Mcv4u Unit 1 Test  Form

Mcv4u Unit 1 Test Form

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welcome back everybody Patrick here moving on to another question we have to determine the equation of the tangent to f of X equals square root of x plus 2 at an x value of negative 1 so before getting into the math let's show what's going on in a diagram quickly so if we graph this function square root of x plus 2 that's like the parent function square root of x shifted by two to the left so it's going to start here at negative two and zero and it's going to look something like that and what this question is asking us for is add an x value of negative one which is here on the function what's the equation of that tangent line going to be right there right so that line is going to have the form y equals MX plus B so the first step is let's find what the slope M is going to be and we know that the slope tangent slope of any function when X is equal to a is equal to what it's the limit as H goes to 0 of f of a plus h minus FA

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