fractional-part-graph se related questions ko ek jagah revise karein. Har question me bilingual content, answer feedback aur explanation available hai.
5 questions tagged with fractional-part-graph.
What is the value of (f(x)={x-2}) at (x=5.75)?
A. (0.75)
(x-2=3.75) और ({3.75}=0.75)। भिन्नात्मक भाग पाने के लिए पूर्णांक भाग हटाएं। / Here (x-2=3.75) and ({3.75}=0.75). Remove the integer part to get the fractional part.
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What is the value of (f(x)={2x}) at (x=1.35)?
A. (0.7)
(2x=2.7) और ({2.7}=0.7)। भिन्नात्मक भाग पूर्णांक भाग हटाकर मिलता है। / Here (2x=2.7), and ({2.7}=0.7). The fractional part is obtained by removing the integer part.
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For the fractional part function (f(x)={x}), what is the value at (x=-2.3)?
A. (0.7)
\({x}=x-\lfloor x\rfloor\) और \(\lfloor -2.3\rfloor=-3\)। इसलिए ({-2.3}=0.7) है। / \({x}=x-\lfloor x\rfloor\), and \(\lfloor -2.3\rfloor=-3\). Therefore ({-2.3}=0.7).
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What is the value of (f(x)={x+1}) at (x=2.3)?
A. (0.3)
(x+1=3.3) और ({3.3}=0.3)। भिन्नात्मक भाग पूर्णांक भाग हटाने से मिलता है। / Here (x+1=3.3), and ({3.3}=0.3). The fractional part is obtained by removing the integer part.
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What is the value of the fractional part function (f(x)={x}) at (x=-1.2)?
A. (0.8)
\({x}=x-\lfloor x\rfloor\) और \(\lfloor -1.2\rfloor=-2\)। इसलिए ({-1.2}=-1.2-(-2)=0.8)। / \({x}=x-\lfloor x\rfloor\), and \(\lfloor -1.2\rfloor=-2\). Hence ({-1.2}=-1.2-(-2)=0.8).
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