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adrianbanuelos1999
21.11.2019 •
Mathematics
Evaluate the expression for the given value of the variable. | − 4 b − 8 | + ∣ ∣ − 1 − b 2 ∣ ∣ + 2 b 3 ; b = − 2
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Ответ:
The value of expression at b= -2 is -11
Step-by-step explanation:
Given: Expression =![\left |-4b-8\right |+\left | -1-b^2\right |+2b^3](/tpl/images/0384/6530/8c1d0.png)
To find: Value of given expression when b = -2
Expression
Put, b = -2 in above expression. we get
⇒![\left |-4\times(-2)-8\right |+\left | -1-(-2)^2\right |+2(-2)^3](/tpl/images/0384/6530/c6e75.png)
⇒![\left |8-8\right |+\left | -1-4\right |+2\times(-8)](/tpl/images/0384/6530/3cded.png)
⇒![\left |0\right |+\left | -5\right |+(-16)](/tpl/images/0384/6530/095be.png)
⇒![0+5-16](/tpl/images/0384/6530/c2bb3.png)
⇒ -11
Therefore, The value of expression at b= -2 is -11
Ответ:
B) π
Step-by-step explanation:
The distance between the repetition of any function is called the period of the function. In this case, the period of the parent function y = tan x will have a period of π. This means it takes a distance of π units to complete one cycle of a tangent function.