
The largest of 50 measurements is \[3.84kg\]. If the range is \[0.46kg\], find the smallest measurement.
(A) \[3.38kg\]
(B) \[2.38kg\]
(C) \[6.38kg\]
(D) None of these.
Answer
585.9k+ views
Hint: The range is defined as the value of maximum minus minimum value of the given measurements.
Complete Step by Step solution:
Given,
${X_{\max }} = 3.84kg.$
And the range of the measurement is R i.e.
$R = 0.46kg.$
So,$R = {X_{\max }} - {X_{\min }}.$
Substituting the given terms into the above formula, we get
$R = {X_{\max }} - {X_{\min .}}$
$ \Rightarrow 0.46 = 3.84 - {X_{\min }}.$
$ \Rightarrow {X_{\min }} = 3.84 - 0.46$
$ \Rightarrow {X_{\min }} = 3.38kg.$
So, the smallest value of given measurements is $3.38kg.$
Note: It is a simple question solved by logic. You need to understand the question first and then convert the word problem into a mathematical equation to get the desired solution.
Complete Step by Step solution:
Given,
${X_{\max }} = 3.84kg.$
And the range of the measurement is R i.e.
$R = 0.46kg.$
So,$R = {X_{\max }} - {X_{\min }}.$
Substituting the given terms into the above formula, we get
$R = {X_{\max }} - {X_{\min .}}$
$ \Rightarrow 0.46 = 3.84 - {X_{\min }}.$
$ \Rightarrow {X_{\min }} = 3.84 - 0.46$
$ \Rightarrow {X_{\min }} = 3.38kg.$
So, the smallest value of given measurements is $3.38kg.$
Note: It is a simple question solved by logic. You need to understand the question first and then convert the word problem into a mathematical equation to get the desired solution.
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