Question

find the zero of polynomial or not of 3(-1/3) +1​

Answer 1

Answer:

Finding a zero of p(x), is same as solving the equation

Finding a zero of p(x), is same as solving the equationp(x)=0

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=−

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 3

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31 So, −

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31 So, − 3

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31 So, − 31

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31 So, − 31

Finding a zero of p(x), is same as solving the equationp(x)=0i.e. 3x+1=0⇒3x=−1⇒x=− 31 So, − 31 is a zero of the polynomial 3x+1.