Question
Write the degree of the given polynomials : √5
✓
Answer
√5 = √5 x°
∴ Degree of the polynomial = 0
∴ Degree of the polynomial = 0
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Explore more
Similar questions
Write the degree of the polynomial for each of the following : $7=7 x ^0$
→Without actual division, find the following rational numbers are terminating decimals.$\frac{31}{375}$
→Write the following sets using listing method and classify into finite or infinite set :
A = {x | x ∈ N and x is an odd number}
Express the following linear equations in the form ax + by + c = 0 and indicate the values of a, b and c in case:
3x = -7y
3x = -7y
Factorise:
x(a - 5) + y(5 - a)
x(a - 5) + y(5 - a)
Express the recurring decimal 7.529529529 ... in $\frac{p}{q}$ form
→Co-ordinates of some pairs of points are given below. Hence find the distance between each pair : 80, -85
Write the following polynomials in standard form.
i. $4 x^2+7 x^4-x^3-x+9$
ii. $p+2 p^3+10 p^2+5 p^4-8$
→i. $4 x^2+7 x^4-x^3-x+9$
ii. $p+2 p^3+10 p^2+5 p^4-8$
Every student in the group should draw a right angled triangle, one of the angles measuring 30°. The choice of lengths of sides should be their own. Each one should measure the length of the hypotenuse and the length of the side opposite to 30° angle.
One of the students in the group should fill in the following table.
One of the students in the group should fill in the following table.
Did you notice any property of sides of right angled triangle with one of the angles measuring 30°?
Simplify the following:
$3\left(a^4 b^3\right)^{10} \times 5\left(a^2 b^2\right)^3$
→$3\left(a^4 b^3\right)^{10} \times 5\left(a^2 b^2\right)^3$