Annual sales, In millions of dollars, for 21 pharmaceutical companles follow. 8,508 1,374 1,772 8,879 2,559 11,513 608 14,138 6,452 1,750 2,918 1,456 10,598 7,378 4,119 4,341 839 2,027 3,553 5,694 8,205 (a) Provide a five-number summary (in million dollars). minimum 608 million dollars first quartile 1761 million dollars median 4119 million dollars third quartile 8356.5 million dollars maximum 14138 million dollars (b) Compute the lower and upper limits (in million dollars). lower limit million dollars upper limit X million dollars

Q: \text { 23. } \frac{3(3-t)}{(t+5)(t-3)}

A: here given 3(3-t)(t+5)(t-3)

Q: Q1/ A/ Solve for x the following and show its solution set 1. >5

A:

Q: (1/2)t -(1/5)v = 7/2 (2/3)t + (1/4)v = 7/12 Could you please solve the above sysytem? Thanks

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Q: (10 +3i2-5)-(11 + 10i)

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Q: 8-10x 6(12)*- + 5 = 66 Solve for x: O 0.571 O 0.701 O 5.706 O 0.896

A:

Q: 4/r+8/f=5/g solve for f

A: 4/r+8/f=5/g

Q: Thank you! Now how do I find P+P from that equation?

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Q: Please solve for the zeros in this equation as well as the vertex: h(t) = -4.5t^2 + 8.3t + 2.1. Show…

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Q: So the maximum is 144 when x1= 12, x2= 12, s1= ?, s2=? and s3=?  What are the answers for s1, s2,…

A: The given LPP is:Maximize 10x1+12x2Subjected to:4x1+2x2≤246x1+x2≤502x1+2x2≤26x1≥0,   x2≥0

Q: (C) (In Mpg) for a certain vehicle can be approximated by m (x) = -0.03x +2.645x-35.029, where x is…

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Q: Lucy's age is a. Jacob is eight year older than Lucy. Half of Jayne's age is the same as Jacob's…

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Q: 1 - f 1 = f + - Solve - for f.

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Q: **Challenge Solve: (x- 3)(x + 3) = ár – 14

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Q: |m| m>10

A:

Q: Express 0.27 < p < 0.342 in the form of a ± b. Step 1: Find the midpoint Step 2: Find the difference…

A: Given expression is- 0.27 &lt; p &lt; 0.342 We have to write this expression in the form of a ± b.

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.