1) Solve the following equations algebraically.

MATH133 Unit 3 – Individual Project – C

1) Solve the following equations algebraically. You must show all your work.

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Learn how to type math roots and fractions by clicking on the link in the

assignment list. Alternately, you may typecube root(x)as cuberoot(x) and show

raising to the nth power as ^n, like x3is typed x^3.

a) t^(2/3) = 4

b) 5v(x) + 1 = 3

c) 2/3 = 2 – (5x-3)/(x- 1)

2) Solve algebraically and check your potential solutions:

a) SQRT(x – 2) – x = 0

b) 4 – x/(x – 2) = -2/(x – 2)

What potential solution did you obtain? Explain why this is this not a

solution.

3) The volume of a cube is given by V = s3, where sis the length of a side.

Find the length of a side of a cube(round the answer to three decimal

places) if the volume is

a) 800 cm³.

b) b) 500 cm³

4) The formula to find the wind chill temperature is given by

W = 33 – (10.45 + 10 SQRT(V) – V)( 33 – T)/22

Where,

W is Wind Chill temperature (temperature with no wind)

T is actual temperature in Celcius

V is wind speeds in m/sec

Find the Wind Chill temperature given the following:

a) T = 10 ⁰C, v = 9m/sec

b) T = 0 ⁰C, v = 15m/sec

c) T = -10 ⁰C , v = 20m/sec