Hi there!
With a normal distribution, we can use the operation 'normalcdf' on a calculator to find the probability that a randomly selected adult has an IQ between 96 and 111.
Here is the format for using the operation:
<h2>normalcdf(LB, UB, μ, σ) </h2>
LB = Lower bound (96)
UB = Upper bound (111)
μ = Mean of normal distribution (100)
σ = Standard deviation of normal distribution (15)
Plug in the given values into the calculator and solve.
<span>16 walls in 40 hours
3 walls in h hours
16/40 = 3/h
16h = 40(3)
16h = 120
h=120/16
h=7.5
answer: </span><span>3 walls in 7.5 hours</span>
Answer:
this question cannot be answered without knowing it's context. there are no numbers to help you solve it!!
Answer:
g(x) = { 0 – 3; g(x) = -4
Step-by-step explanation:
g(x) = { 0 – 3; g(x) = -4
Answer:
24
Step-by-step explanation:
3*8=24 Inches^2