Math, asked by munthiphangcho162, 1 month ago

please help question no. 2 only
math ​

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Answered by CelestialCentrix
34

 \bold{t² – 15}

  • Factorize the equation

 \tt \: t² – 15 = 0

  • Add 15 both side we get

 \tt \: t² = 15

  • Take square root both side

 \tt \: t= ± √15

 \sf \: First \:  zero \:  is \:  √15 \\  \sf \: second  \: zero \: is -  √15\\  \sf \: Sum  \: of  \: zero  \: √15 - √15 = 0\\  \sf \: Product \:  of \:  zero  \: √15 x -√15 = -15

  • Compare the equation with  \bold{at² + bt  +c = 0} where a = 1, b = 0, c = -15

 \bold{ \: Sum \:   of \:  zero \frac{ - b}{a}    }   \sf \: = -(0 \div 1) = 0 \\  \\  \bold{Product  \: of \:  zero =  \frac{c}{a} } \sf \:  =  -15/1 =  -15

 \bold \red{Celestial} \bold{Centrix}

More information:

 \bold{ \: Sum \:   of \:  zero =  \frac{ - b}{a}    }   \\  \\  \bold{Product  \: of \:  zero =  \frac{c}{a} }

Answered by vanishasaxena132
0

Answer:

t²–15

Factorize the equation

\tt \: t² – 15 = 0t²–15=0

Add 15 both side we get

\tt \: t² = 15t²=15

Take square root both side

\tt \: t= ± √15t=±√15

\begin{gathered} \sf \: First \: zero \: is \: √15 \\ \sf \: second \: zero \: is - √15\\ \sf \: Sum \: of \: zero \: √15 - √15 = 0\\ \sf \: Product \: of \: zero \: √15 x -√15 = -15\end{gathered}

Firstzerois√15

secondzerois−√15

Sumofzero√15−√15=0

Productofzero√15x−√15=−15

Compare the equation with \bold{at² + bt +c = 0}at²+bt+c=0 where a = 1, b = 0, c = -15

\begin{gathered} \bold{ \: Sum \: of \: zero \frac{ - b}{a} } \sf \: = -(0 \div 1) = 0 \\ \\ \bold{Product \: of \: zero = \frac{c}{a} } \sf \: = -15/1 = -15\end{gathered}

Sumofzero

a

−b

=−(0÷1)=0

Productofzero=

a

c

=−15/1=−15

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