(2 sint, 5' Problem and Vacos QUESTION 1 Find the curvature of y = ln(x) at x=1 Provide your answer below: √2 Answer with an exact expression. Y= en(x) y' x2

Q: 2) folve 27 L1 J2-5 -2z -J3

A: solve2z+1-2z-3=2-i3

Q: 5+3x=26. what is X?

A:

Q: 4. dº (b-10)° (b + 10) 2u+2 6 3 5u - 10

A:

Q: I get the first part. How do you do the second part which says find x and 7

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Q: -12b-16

A: The given expression is -12b-16

Q: y-14 = -10 + 12/y

A: It is a quadratic equation question. In this we will take LCM first then we will solve the quadratic…

Q: Explain why, no matter how the circuit is completed, Pip must place an even number of additional…

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Q: I'm not sure I can read the answer correc

A: If f 'x>0 then fx is increasing.If f 'x<0 then fx is decreasing. domain of x+62-x is (−∞,2]

Q: how do i solve y?

A:

Q: メ-1x-1 2.

A: For a function g(x) and its derivative f(x) such a way that; Then; where C is the integration…

Q: MATH TRIck * 12 +12+viz. V12+Vi2.

A:

Q: yA y = VE

A:

Q: v-7s=9, what's exactly the meaning of what comes after that?

A: As already found in the given answer s = 0Now,

Q: 2x² + 5x + 3

A: here we can write 5x=2x+3x

Q: 5-2a>2a-1 or 10a>9a+9

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Q: と+20 2+x°

A:

Q: y = C¡e e-2= + Cze³* + C2e%

A:

Q: I can't see the answer for b

A: From the given diagram:

Q: 7/5b=2/b-6

A: Solve the following

Q: The simpliest form of  a2-   -b2  /8a-8b

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Q: x3-y3 by replacing x with -0.4 and y with -0.2.

A:

Q: V3 + V75 = V3 + V25 -3 = v3 + V3 =

A: Given expression to simplify: 3+75

Q: Given f(x)=3x^2 + 4x + 5, determine the roots of the function. Verify them with a graph.

A: An algebraic expression is obtained by combining numbers and variables together with arithmetic…

Q: hmm how did you find out the b= 50 and a =200?

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Q: -10, -17/2, -7, -11/2

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Q: Amir lives at point B (2, 4). Eric lives at point C (3, -3). The Pizza Shop is located at point A…

A: Step 1: Step 2: Step 3: Step 4:

Q: -メ line 3 + 3 つレー→0○ ーX 3 -3

A:

Q: c/(c + 6) -- 4 = 72/(c2 - 36)         c=??

A: Given,

Q: (-2x²y)* -16x°y7 16x®y12 8x²y7 -8x°y7

A: