Complete the table of the product by multiplying the first monomial pr

1.	Complete the table of the product by multiplying the first monomial present along the row with the second monomial present along the column. Nos.First Monomial→second Monomial↓a2b2cd2−5p2(i)−ab−a3b3−abcd2(ii)−cd−a2b2cd−c2d3(iii)abcda3b3cdabc2d3
Answer» Complete the table of the product by multiplying the first monomial present along the row with the second monomial present along the column. $\begin{matrix} N o s . & F i r s t M o n o m i a l \to s e c o n d M o n o m i a l ↓ & a^{2} b^{2} & c d^{2} & - 5 p^{2} (i) & - a b & - a^{3} b^{3} & - a b c d^{2} (i i) & - c d & - a^{2} b^{2} c d & - c^{2} d^{3} (i i i) & a b c d & a^{3} b^{3} c d & a b c^{2} d^{3} \end{matrix}$

Complete the table of the product by multiplying the first monomial present along the row with the second monomial present along the column. Nos.First Monomial→second Monomial↓a2b2cd2−5p2(i)−ab−a3b3−abcd2(ii)−cd−a2b2cd−c2d3(iii)abcda3b3cdabc2d3

Answer»

Complete the table of the product by multiplying the first monomial present along the row with the second monomial present along the column.

$\begin{matrix} N o s . & F i r s t M o n o m i a l \to s e c o n d M o n o m i a l ↓ & a^{2} b^{2} & c d^{2} & - 5 p^{2} (i) & - a b & - a^{3} b^{3} & - a b c d^{2} (i i) & - c d & - a^{2} b^{2} c d & - c^{2} d^{3} (i i i) & a b c d & a^{3} b^{3} c d & a b c^{2} d^{3} \end{matrix}$

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Complete the table of the product by multiplying the first monomial present along the row with the second monomial present along the column. Nos.First Monomial→second Monomial↓a2b2cd2−5p2(i)−ab−a3b3−abcd2(ii)−cd−a2b2cd−c2d3(iii)abcda3b3cdabc2d3

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