Instruction: Prepare one (1) crayon or colored pencil and a bond paper. Copy the table of answers on the next page. Find the derivatives of the following functions. Locate the derivative in the table of answers and color the box of the answer. Keep working until you have colored five answers in a line horizontally, vertically or diagonally. (BINGO!) You win. i. f(x) = 5x³ – 3xs j. y = (2x + 3)? k. f(x) = (x +5? I. y = x²(x³ – 1) a. y = x? – x +1 b. f(x) = 2x+1 С. у %3 (3х — 1)(2х +5) d. g(x)= x³ – 3x² + 2 2x+5 2x e. y = m. f(x) = 3x-2 3x+1 f. y = (2x² + 2)(x² + 3) x+1 n. y = 1 o. f(x) = (x – 2)(x + 3) g. f(x) = x-1 h. y = x3 – 4x? – 3x Table of answers 1 2x + 2х -1 -(2x² + 2) 2х- 2х-3 19 Зх - 2 (x + 1)-2 -4x 3(x² + 3x)² 12x - 7 4x (x² – 1)² 5x4 - 2х 6x3 8х + 12 2 — 6х? 8x3 + 16x (3x² + 1)² 2x 15(x² – x*) 3x2 - 8x 3x2 6x - 3 -19 (1 – x²)² 1-х2 (3х — 2)2 2(x +? 12x + 13 2x +1 -2 (2x + 1)2 (x² + 1)²

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Question
Instruction: Prepare one (1) crayon or colored pencil and a bond paper. Copy the table
of answers on the next page.
Find the derivatives of the following functions. Locate the derivative in the table of
answers and color the box of the answer. Keep working until you have colored five
answers in a line horizontally, vertically or diagonally. (BINGO!) You win.
i. f(x) = 5x³ – 3xs
j. y = (2x + 3)?
k. f(x) = (x +5?
I. y = x²(x³ – 1)
a. y = x? – x +1
b. f(x) =
2x+1
С. у %3 (3х — 1)(2х +5)
d. g(x)= x³ – 3x² + 2
2x+5
2x
e. y =
m. f(x) =
3x-2
3x+1
f. y = (2x² + 2)(x² + 3)
x+1
n. y = 1
o. f(x) = (x – 2)(x + 3)
g. f(x) =
x-1
h. y = x3 – 4x? – 3x
Table of answers
1
2x +
2х -1
-(2x² + 2)
2х- 2х-3
19
Зх - 2
(x + 1)-2
-4x
3(x² + 3x)²
12x - 7
4x
(x² – 1)²
5x4 - 2х
6x3
8х + 12
2 — 6х?
8x3 + 16x
(3x² + 1)²
2x
15(x² – x*)
3x2 - 8x
3x2
6x
- 3
-19
(1 – x²)²
1-х2
(3х — 2)2
2(x +?
12x + 13
2x +1
-2
(2x + 1)2
(x² + 1)²
Transcribed Image Text:Instruction: Prepare one (1) crayon or colored pencil and a bond paper. Copy the table of answers on the next page. Find the derivatives of the following functions. Locate the derivative in the table of answers and color the box of the answer. Keep working until you have colored five answers in a line horizontally, vertically or diagonally. (BINGO!) You win. i. f(x) = 5x³ – 3xs j. y = (2x + 3)? k. f(x) = (x +5? I. y = x²(x³ – 1) a. y = x? – x +1 b. f(x) = 2x+1 С. у %3 (3х — 1)(2х +5) d. g(x)= x³ – 3x² + 2 2x+5 2x e. y = m. f(x) = 3x-2 3x+1 f. y = (2x² + 2)(x² + 3) x+1 n. y = 1 o. f(x) = (x – 2)(x + 3) g. f(x) = x-1 h. y = x3 – 4x? – 3x Table of answers 1 2x + 2х -1 -(2x² + 2) 2х- 2х-3 19 Зх - 2 (x + 1)-2 -4x 3(x² + 3x)² 12x - 7 4x (x² – 1)² 5x4 - 2х 6x3 8х + 12 2 — 6х? 8x3 + 16x (3x² + 1)² 2x 15(x² – x*) 3x2 - 8x 3x2 6x - 3 -19 (1 – x²)² 1-х2 (3х — 2)2 2(x +? 12x + 13 2x +1 -2 (2x + 1)2 (x² + 1)²
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