Tutorial Exercise Find the limit (if it exists). x2 lim (x, y)→(0, 0) (x² + 8)(y² + 8) Step 1 Use the property of limits of quotients to obtain the given limit. Directly substitute the values of the variable' limits into the function. 2 x2 lim (x, y) → (0, 0) (x² + 8)(y² + 8) + 8)( + 8)

Q: x2 8 Find the limits of f(x) = as x approaches zero from the right, zero from the left, 64, and 64.…

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Q: Q4! Please answ

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Q: lim x→∞ 8x³2x²: 9-3x - 2x² 8x³ - 2x² - lim x-∞ 9-3x - 2x=

A: We have to find the limit  according to the given information

Q: Find the one-sided limits of f (x). S-5x + 7 - 8x3 – 6 if x > 3 if x < 3 f(x) = Step 1 of 2: Find…

A: Given , =?

Q: Find the limit. 2x²+6y² +4 lim (x, y) -(0,0) 2x2 - 62 +7 01 O -1 No limit

A: The answer is in step2.

Q: Find the limit by rewriting the fraction first. У + 64 lim (x.y) (8, - 64) x3y- xy + 64x2 – 64x…

A: Consider,limx,y→8, -64y≠-64, x≠x2y+64x2y-xy+64x2-64xTo find: The limit of the given fraction.

Q: Find the limits by rewriting the fractions first.

A: Given that limx,y→2,2x+y≠4x+y-4x+y-2.

Q: a. lim (3x - 5) x->-1 b.lim x² -9 xxxx²²-4x+3 2 x²-9 c.lim XX x² - 4x +3 2

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Q: lim xex メ→0 2x + x²+3x-4

A: Topic = Limits

Q: Find the value of lim f(x), if f(x) = 6x + 3 x 4 54 54 O 16 12 30

A: Need to find.limit

Q: 2.r The lim x² using L' Hospital's Rule, is: x>0 А. 1/2 В.О С.2 D. 00

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Q: (- 5x +7 if a 3 Let f(x) = Find lim f(x) , if it exists. O-8 O DNE О- 25 09

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Q: (会 lim 4x - 1 Find a. 2x + 5 lim 3x + 5 - 6x - 8 2x lim b. Evaluate + x - 12

A: a) limx→-∞4x-12x+52b) limx→-22x-6x2+x-12+limx→∞3x+56x-8

Q: z2 - 3 if r 2 3 (a) Calculate lim f(z) and lim f(z). Make it clear which limit is which. +2-

A: x→2+ means x is little more than 2.So, limx→2+f(x)=limx→2+(3x-5)=3(2)-5=1

Q: Q5. Find the value of the limit: lim (z - in

A: See the attachment