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What must be added to \(\dfrac{x}{y} \) to make \(\dfrac{y}{x}\)?
What must be subtracted from \(x^4+2x^23x+7 \) to get \(x^3+x^2+x1 \)?
Add \(3x+5y+8z\) and \(8x+100y18z\)
The value of the product \(\left(1+\dfrac{1}{y}\right) \) and \(\left(1+\dfrac{10}{y}+\dfrac{16}{y^3}\right) \) at \( y=2\) is
Find the missing term in \(\left(\dfrac{x}{4}\dfrac{y}{3}\right)^2=\dfrac{x^2}{16}+\dfrac{y^2}{9}+? \)
The quotient when \((56\ mn^2q^4) \) is divided by \((8mnq)\) is
The value of the product \(\left(1+\dfrac{3}{a}\right) \) and \(\left(2+\dfrac{18}{a}+\dfrac{15}{a}\right) \) at \( a=3\) is
The perimeter of the triangle is \(p^2p2 \) and two of its sides are \(p^2p+1 \) and \(p^22p+1 \) find the third side of the triangle
If we divide \((x^2+6x+8)\) by \((x+4)\) then the quotient is
The product of \((2x^25x+4)\) and \((x^2+7x8)\) is
Solve \(\left(x\dfrac{3}{x}\right)\left(x\dfrac{3}{x}\right) \)
Subtract \(3a3b+c\) from \(4a+5b3c\)
Find the product of \(5m^2n, 3mnp\) and \(5n^2p\).
If \(2x5y=16\) and \(xy=1\) then the value of \(4x^2+25y^2\) is
The value of \(\dfrac{(55.274)^2(44.726)^2}{105.995.99} \)
The difference of the degrees of the polynomials \( 3xy^2+2x^7yzz^5\) and \(2x^23y^3+1\) is
Difference in degree = 9 – 4 = 5
\((3a+2b)^224ab\) is equivalent to
If we divide \((2x^2 + 3x + 1) \text{by} \ (x+1)\) then the quotient is
If \(3x+4y=5\) and \(xy=1\) then the value of \(9x^2+16y^2\) is
Find the remainder when \(5m^313m^2+15m+7\) is divided by \(43m+m^2\)
Divide \(2x^2+3x+1\) by \((x+1)\) and find the quotient.
If \(ab=6\) and \((a+b)=5\) then the value of \(a^2+b^2\) is
Solve: \((9x^2x+15)\times(x^2x) \)
Find the difference between the quotient and remainder when \( (1214a^213a)\) is divided by \(3+2a\)
If \(x+\dfrac{1}{x}=3 \) then the value of \(x^4+\dfrac{1}{x^4}\) is
The product of \((x^3+4x^2+2x+1) \) and \((x1) \) is
If \(5x4y=8\) and \(xy=0\) then the value of \(25x^2+16y^2\) is
The quotient when \((21\ mnq^2)\) is divided by \((7\ mnq)\) is
The two adjacent sides of rectangle are \(4x^23y^2\) and \(x^2+3xy\). Find the perimeter.
The product of \((x^22)\) and \((x^21)\) is
If \(\left(x\dfrac{1}{x}=\sqrt{2}\right) \) then \(x^2+\dfrac{1}{x^2}\) is
Solve \((4x^2+5)\times(4x^2+5)\)
If \( a+\dfrac{1}{a}=14\) then the value of \(a^3+\dfrac{1}{a^3} \) is
If \((x5)\) note books cost \(₹ (x^213x+40)\) what is the cost of one notebook?
Cost of note books is
Cost of one note book
Find the value of a if \(\mathrm{pqa =(3p+q)^2(3qp)^2}\)
Simplify \(\dfrac{a^213a+30}{a10}=\dfrac{a^2+4a+4}{a+2} \)
If x:y = 3:5 then (2x+5y) : (2x+7y) is
If x:y=5:2 then (8x+9y) : (8x+2y) is
Evaluate \( (326541829)^2 – 326541833\times326541825\)