The product of 7p³ and (2p²)² is

(a)

14p¹²

(b)

28P⁷

(c)

9p⁷

(d)

11p¹²

The missing terms in the product - 3m3n x 9(_) = ___________m⁴n³ are

(a)

mn², 27

(b)

m²n, 27

(c)

m²n², -27

(d)

mn², -27

If the area of a square is 36x⁴y²t hen, its side is______

(a)

6x⁴y²

(b)

8x²y²

(c)

6x²y²

(d)

6x²y

If the area of a rectangular land is(a² - b² )− sq.units whose breadth is (a - b) then, its length is__________

(a)

a - b

(b)

a + b

(c)

a²- b

(d)

(a + b)²

\(\frac{\left.l^{4} m^{5} n^{(}-\right)}{\left.2 l m^{(-}\right) n^{6}}=\frac{l^{3} m^{2} n}{(-)}\)

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\(\cfrac { { I }^{ 4 }{ m }^{ 5 }{ n }^{ (7) } }{ 2lm^{ (3) }{ n }^{ 6 } } =\cfrac { { l }^{ 3 }{ m }^{ 2 }n }{ 2 } \)

\(\cfrac { { 42a }^{ 4 }{ b }^{ 5 }\left( \_ \right) }{ { 6a }^{ 4 }{ b }^{ 2 } } =\left( \_ \right) { b }^{ 3 }{ c }^{ 2 }\)

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 \(\cfrac { { 42a }^{ 4 }{ b }^{ 5 }\left( c^2 \right) }{ { 6a }^{ 4 }{ b }^{ 2 } } =\left( 7 \right) { b }^{ 3 }{ c }^{ 2 }\)

Expand the following
(3 - a)² = ________

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(3 - a)²  = 3² - 2(3) (a) + a² = 9 - 6a + a²

Expand the following
(6²-x²) =_______

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(6²-x²) = (6 + x)(6 - x)

8x³y ÷ 4x² = 2xy

(a) True

(b) False

7ab³ ÷ 14ab = 2b²

(a) True

(b) False

Multiply a monomial by a monomial
6x,4

Find the product of the terms
3x²y, −3xy³, x²y²

Find the product of (m² - n)(5m²n² - n²)

Multiply (3xy +7) by ( −4y )

Expand y² - 16 using a² − b² identity

Expand: (x + 3)(x + 5)(x + 2)

Factorise:(2x + 5)(x-y) + (4y)(x - y)