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1.Find the LCD of 3/5 and 1/6.
a.5
b.6
c.11
d.30
2.Add the fractions and write your answer in lowest terms.
2/5+1/9
a.1/15
b.23/45
c.3/14
d.19/45
3.Subtract the fractions and write your answer in lowest terms.
4/5-3/8
a.1/40
b.1 7/40
c.7/10
d. 17/40
4.If Sandy's cookie recipe calls for 1/3 cup of brown sugar and she increases it by 2/9 of a cup, how much brown sugar does she use?
a.7/9 cup
b.5/9 cup
c.4/9 cup
d.1/9 cup
5.Subtract fractions and write your answer in lowest terms.
3 5/6-3/4
a.2 1/6
b.3 1/12
c.3 2/5
d.3 1/2
Probability & Statistics : Outcome of Dice Rolls, Two people play a game. A single die is thrown. If the outcome is a 2 or a 3, then player A pays player B $6.00.
A boy who is 4 feet 2 inches tall stands near a street light that is 23 feet tall. Find a function that models the length L (in feet) of his shadow in terms of his distance d feet from the base of the street light.
Let p(x) = Ax^2 + Bx + C. Prove that for any interval [a,b], the value c guaranteed by the Mean Value Theorem is the midpoint of the interval.
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Factor completely. If the polynomial is prime, state this. -20t4 + 11t3 + 3t2 =
What is the condition number for d as a function of v?
the area of trapezoid is 112 2nd power. the height is 14cm and the length of one of the parallel sides is 5cm. find the length of the second parallel side.
Provide a written summary of your results explaining them in the context of the original problem. If you were a homebuilder, would you be interested in continuing to build homes in this market over the long run? Explain why or why not.
An air ambulance is travelling from Barrie to Toronto. Toronto is located 90 km [S5°E] of Barrie. If the wind is blowing from the South with a velocity of 62 km/h, and the plane's air speed is 375 km/h, what direction must the pilot fly to make it..
A vertical right circular cylindrical tank measures 24 ft high and 14 ft in diameter. it is full of oil weighing 60 lbs/ft^3. How long will it take a 1/2 horsepower pump, rated at 275 ft x lbs/sec to pump the oil to the level of the top of the tan..
Let vector r(t) = t i + t^2 j represent a plane curve. Find T(t), T(1) and N(1). Sketch the plane curve and graph the vectors T(1) and N(1) at the point t = 1.
Test at the five percent level of significance
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