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Find the slope of the tangent line to r = 2sin(48) at 0 = 7/4....

Question

Find the slope of the tangent line to r = 2sin(48) at 0 = 7/4.

Find the slope of the tangent line to r = 2sin(48) at 0 = 7/4.



Answers

Find the slope of the tangent line to the graph of the function at the given point, and determine an equation of the tangent line. $$f(x)=2 x+7 \text { at }(2,11)$$

Okay, This question asks us where the slope of the tangent line is equal to four on this curve. So to do this, let's find why Prime. So that's just the derivative of our function with respect to acts and again going turn by turn with the power rule derivative of X squared. His two ex, the derivative of three X, is three and derivative of negative 70 So now that we know that, why prime equals two X Plus three, we want to find where why promise? Four? So four equals two X plus three and solving for X is 1/2 because you subtract three and divide by two. So we know the slope is four at the point 1/2. So where is that on the graph? So after 1/2 equals 1/2 squared plus degree times 1/2 minus seven and that works out to negative 21 over four. So why prime equals four at point 1/2 negative, 21 over four. And that's our answer

Hello. We have to find virus and the slope of the tenure land to the equation of this graph. And the point is two comma three. The question has given his current of seven plus vice square minus of X cubed plus form minus of X cubed plus four. Because to during the 0.2 comma three, we will differentiate it with respect works. Yeah. So did we call to one way to seven plus y squared minus of one way to into. To buy do you buy upon DX minus of three? Access chronicles 20 So from here, day by upon DX Billary three at the square That is why induce buy into Sorry. Lie upon He scrambled off seven plus y squared. Yeah, So voters will be cost too. Three x squared u square root of seven plus by square upon by. This is the function of virus. Okay, now we will find the slow obtaining will be divided upon Diaz at the given point two comma three mhm mhm will be caused to three and two for that is scared of two You scored out of seven plus three squared up on three. Okay, so do we fall into seven plus nine. That is foreign to scuttled off 16. Yeah. Future. So that will be coastal. Yeah. Four and 24 That age 16. Okay. Uh huh. This is this law Hope Canyon. There is a cost to 16. Mhm. Mhm. I hope you understood. Thank you.

Hello. We have to find the virus and the slope of the tangent line to the cannula on slope of their canyon line to the graph of education of the indicated point. So the question is going one plus by thank you. Mhm plus by he calls to X plus seven. Yeah, to come over. The point is to come over at this point, we have to find out. So look up the canyon and this is the point. So we will do implicit defenses and of the situation With respect to X, it will be 31 plus y who'll square divi upon DX plus develop only X It calls to one so three into one plus via holy square plus one mhm divi upon the exit Because to one so we can develop only attacks It comes to run upon three one class five whole square plus one. So the riders So why does will be born upon one upon three into one plus y squared plus one. This is the function of violence and the slope of the land at this given point. Okay. Yeah okay. Yeah, yeah, right. Oh yeah, Google. So you'll be close to one upon three into one place, one whole square, plus one. That is because to one upon three tools that is 40 into four. There's one so slow will be cost, too. Four into 3. 12 plus one is 13 slope of the tangent We live and upon 13. I hope you're not sure this is the answer. Thank you.

In the question. A good off function is given as to then is equal to zero tingly. And we know that the complaining No. Our function x x is x x cause very by existing will be same. So the function off in terms off Peter is a function off Peter course. Okay, the differentiation off this function AZ minus sign. So we have to find out the Slobo is good presenting so the small with me the way so you can say a daisy. You are saying this is so far it would be Thank you. Sign a general as God. You did course minus function off sign. So it comes and minus ST Peter putting the value off function of DNC and every in this and value off A s. We get my Peter saying because that do you think sign? You don't goes. I miss saying so off zero. You know, minus the same zero will be zero. Thank you. Find it again cause okay, you will be again. One. So you came science cause e minus zero. So the value comes zero victims. How did you find? So this is the slope off. This tension is undefined. And this is the


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