If a normal distribution has mean 2 and standard deviation 3, what is the approximate probability of obtaining a result above 5 or below-1 in any one random sample? Hint Memorize your standard normal curves' rules of thumb. Write your answer in the form of 0 XX

Q: y 35 1 N 34

A:

Q: 64y2+7=32

A: 64y2+7=32

Q: Evaluate 2(L+W) for L= 1 and W = 4.

A: Given L=1W=4

Q: 25m² – 16 =

A: Simplify  25m2-16

Q: Q. Find the value of 10C4

A:

Q: d) -1 2(1 + 1)d

A: Ans:

Q: Find B so that AB = 1 = BA, where A = 3 4 5 7

A:

Q: Find the GCF of 36a and 45a? . Ο 27α? O 9a? O 8a? O 46a3 O 45a3

A:

Q: Vs-+ 12²

A: To determine:

Q: The remainder, when 6x4+7x2-3 is divided by x + 2, is Select one:

A:

Q: (3) ² What is the exact value of tan

A: Given trignometry function tan( 2π3 )

Q: Q: 32

A: We have  to find the perimeter

Q: Find the midpoint between (-6, 11) and (2, 8)

A: -6, 11 & 2, 8.

Q: Given AVXY and AVWZ, vhat is VW? W 72 Z 55 88 X ✈

A: Given ∆VXY and ∆VWZ, to find VW.

Q: В. Is (D+1) (D+æ) eª = (D+x) (D+1) e" ? Explain %3D

A:

Q: Find m 2 ABC. IOX+22B F G 12X+4 H

A: We have to find angle ABC

Q: A = p + prt for r ( banking)

A:

Q: 1) (-2) + 3

A: Solving this we have

Q: Find fcx) -3 42

A: