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प्रश्न
Fill in the blanks:
1 × 8 = .............. and a2xy2 × 8a3x2y = ............
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उत्तर
1 × 8 = 8 and a2xy2 × 8a3x2y = 1 × 8 × a2 × a3 × x × x2 × y2 × y = 8a5x3y3
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संबंधित प्रश्न
Subtract the first term from the second:
`3 1/2"mn",8 1/2"nm"`
Add the following expression:
− x2 − 3xy + 3y2 + 8, 3x2 − 5y2 − 3 + 4xy and − 6xy + 2x2 − 2 + y2
Subtract:
5a − 3b + 2c from a − 4b − 2c.
Take 5x + 6y − 3z from 3x + 5y − 4z.
Take 1 − a + a2 from a2 + a + 1.
The sum of two expressions is 3a2 + 2ab – b2. If one of them is 2a2 + 3b2, find the other.
Fill in the blanks:
6 × 3 = .............. and 6x × 3x = ............
Fill in the blanks:
4 × 7 = .............. and 4ax × 7x = ............
Fill in the blanks:
12 × 4 = .............. and 12ax2 × 4ax = ............
Fill in the blank:
5 × 5a3 = ................
