Find the Degree of polynomial

a). t^2 + t + √3 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

b). 2t^2 + 3t + 4 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

c). t^3 + t^2 +t ( Polynomial in one variable, and highest power is 3, So Degree = 3 )

d). 2t^3 - t^2 + t ( Polynomial in one variable, and highest power is 3, So Degree = 3 )

e). (1/2) t^2 + t ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

f). (1/2) t^2 + t ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

g) √3t + 7 ( Polynomial in one variable, and highest power is 1, So Degree = 1 )

h) √3t - 2 ( Polynomial in one variable, and highest power is 1, So Degree = 1 )

i) t^3 + 7 ( Polynomial in one variable, and highest power is 3, So Degree = 3 )

j) t^4 + 2 ( Polynomial in one variable, and highest power is 4, So Degree = 4 )

k). z^2 + √3 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

l). 2a^2 + 3a +4 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

m). a^2 + √5 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

n). 2b^2 + 3b + 3 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

o). t^2 + √3 ( Polynomial in one variable, and highest power is 1, So Degree = 1 )

p). 2c^2 + 3c + 3 ( Polynomial in one variable, and highest power is 2, So Degree = 2 )

maths-ncert-solution

Find the Linear, Quadratic and Cubic of polynomial

a). t^2 + t + √3 ( Quadratic Polynomial of degree 2 )

b). 2t^2 + 3t + 4 ( Quadratic Polynomial of degree 2 )

c). t^3 + t^2 +t ( Cubic Polynomial of degree 3 )

d). 2t^3 - t^2 + t ( Cubic Polynomial of degree 3 )

e). (1/2) t^2 + t ( Quadratic Polynomial of degree 2 )

f). (1/2) t^2 + t ( Quadratic Polynomial of degree 2 )

g) √3t + 7 ( Linear Polynomial of degree 1 )

h) √3t - 2 ( Linear Polynomial of degree 1 )

i) t^3 + 7 ( Cubic Polynomial of degree 3 )

j) t^3 + 2 ( Cubic Polynomial of degree 3 )

k). z^2 + √3 ( Quadratic Polynomial of degree 2 )

l). 2a^2 + 3a +4 ( Quadratic Polynomial of degree 2 )

m). a^2 + √5 ( Quadratic Polynomial of degree 2 )

n). 2b^2 + 3b + 3 ( Quadratic Polynomial of degree 2 )

o). t^2 + √3 ( Quadratic Polynomial of degree 2 )

p). 2c^2 + 3c + 3 ( Quadratic Polynomial of degree 2 )

Milan Tomic

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