# [Solved] CECS328-hw1

Click And Check all our Assignments

10 USD \$

Category: Tag:

Homework assignment 1:

1. Compute the values for

4

1. 3

i=−1

5 1i

1.   i=1 3

n

1. 3

i=1

n

1. 3

i=−3

• n
1. 2k + 2k k=0 k=5
• 2i n 2i
2. i=0 3 + i=−43

n

1. (i3 +2i2 i +1)

i=1

• i
1. i=5 (−4i + 5)

k j

1. (i j2 −2)

j=0 i=1

m j

1. j=1k=1(3C + k −3j +i)

j n k

1. l=−4  j=1(i −4)

i=1

1. Calculate the answer (do not use any calculators) (log3=1.5)
1. log4 x= 5 →x= ?
2. log3 y= 4 → y= ?
3. x= 72 → log7 x= ?
4. x= 32 →logx= ?
5. 2log5 + 4log6 − 27log35
6. 9log32 −25log54 −36log67 +8log86

210

1. log(45 83) −log(16−8) + log(4 2 ) 3
2. log(32 643) −log(21091282 3 ) 8
3. loglog16
6. log2 log5 625−log3 log4 239 + log4 25 −
7. loglog8 log256+log5(32)4log7
8. log6 x= 5 → logx 6 = ?
9. logy x=10 → logx y = ?
10. log4 32log82 4
11. log4 8+log9 27log252125log8316+log4 log256
1. Compute the derivative of

# a. −5x3 +2x−1

1. 3x −2 x+x1/2 −6x−2/3 −5

c.

1. logxx2 lnx+lnx4

e.

1. 3
1. Determine the limit of
2. lim

x⎯⎯→

1. lim(1+3)

x⎯⎯x→

1. lim3xlog x+2

x⎯⎯x→3+7x

d.

e.

f.

x ⎯⎯→

1. xx lim2x

x⎯⎯→

1. lim xx x(2x)

x⎯⎯→

1. log xlog x

lim x1/5

x⎯⎯→

1. log4 x3 lim

x⎯⎯→

1. x+1 lim32xxln2x x⎯⎯→

3

1. lim logln x(2x)

x⎯⎯→

1. Compute the exact values for

n

1. (2x4 +5 x)dx
• n

1 1

1. 1 (x4 −3x2 + xx2 )dx

n

3

1. (+ lnx+ex)dx
• n
2. xexdx
• n
3. (xlnx− 4lnx)dx
• n
4. xsin xdx

1

1. Use mathematical induction to prove that
1. Use mathematical induction to prove that

## Reviews

There are no reviews yet.

Only logged in customers who have purchased this product may leave a review.

Shopping Cart
[Solved] CECS328-hw1
10 USD \$