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at .Online Voice Recor Pre-Calculus Apex Learning MAth Formulas Powder Ridge Sche Assessment Name Q1 Find lim[f(x) - g(x)] if f(x) = 2x' and g(x)

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at .Online Voice Recor Pre-Calculus Apex Learning MAth Formulas Powder Ridge Sche Assessment Name Q1 Find lim[f(x) - g(x)] if f(x) = 2x' and g(x) = V2x - 1 x-+1" O 1 O 2 0 3 The limit does not exist. 1 of 10 NEX hpit Name Q2 A rectangular box has a perimeter of 36 inches. Find the length and width of the box that would give the maximum area. O 1= 9, W =9 1= 81, w = 9 O 1= 27, w =9 1= 18, w = 18 2 of 10 - BACK NEXT hp OILent Name Q3 Complete the table below. Then, use the table to estimate the limit as x - 2. lim 42 -4 x-+2 X 1.9 1.99 1.999 2 2.001 2.01 2.1 f (x ) Oo 0 4 Infinity 3 of 10 - BACK NEXT - M hp Cment Name Q4 A rectangular box has a perimeter of 50 inches. Find the maximum possible area of the box. O 156.25 in2 O 468.75 in2 O 625 in2 O 1953.13 in2 4 of 10 - BACK NEXT hpent Name Q5 Use the graph to estimate the limit of the function shown in blue as x - 0. 5 5 of 10 - BACK NEXT + hp C O. Online Voice Record Pre-Calculus Apex Learning MAth Formulas Powder Ridge Sche.. real-estat Q6 Use the graph to estimate the limit of the function shown in blue as x- -1. w N 2 3 -1- -2- -3 -4- O . - BACK NEXT 6 of 10 hpQ7 A rectangular box has a perimeter of 36 inches. Which of the following equations represents the area of the rectangular box in terms of its width, w? A = 36w - w2 A = 18w -w2 A = 36 -w2 A= 18-W2 7 of 10 - BACK NEXT + 9 C hpPowder Ridge Sche.. real-e x - -8 Q8 Find lim [f(x)g(x)] if f(x) = x3 and g(x) =- 2x. 16 -16 32 - 32 8 of 10 - BACK- NEXT hponline voice Recor Precalculus Apex Learning MAth Formulas Powder Ridge Sche. ( real-estate-certifi A rectangular box has a perimeter of 50 inches. Find the length and width of the box that would give the maximum area. 1=25, w = 25 1= 12.5, w = 37.5 1=12.5, w = 12.5 1=12.5, w= 156.25 9 of 10 BACK -NEXT hp OQ10 Which of the following shows the correct notation for "The limit of x2 - 1 as x approaches 3. A. lim.x- - 1 B lim 3 xx-1 C. lim (x2 - 3) xx-1 D. lim(x- - 1) X-3 OA OB O c 10 of 10 - BACK SUBMIT O M hp

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