...and — SOLUTION.— -ZaP r 12 Ji' i- 'Aji>* Ans. 424. When both factors are polynomials : Rule. — Multiply each term of one polynomial by each term of the other, and add the partial products. EXAMPLE.— Multiply 6a — 4i by 4a — 26. SOLCTIOX. — Write the multiplier under the multiplicand,...

...SaW — 4a2£3 — P -Zab* _ 12a"4' + 'Aat>* Ans. 424. When both factors are polynomials: Rule. — Multiply each term of one polynomial by each term of the other, and add I lie partial products. EXAMPLE. — Multiply Ga — 46 by 4<i — 26. SOLUTION. — Write the multiplier...

...3a*4. SOLUTION.— - 9a* + 3a36' — 4a'W - 6" Ans. 62. When both factors are polynomials: Rule. — Multiply each term of one polynomial by each term of the other, and add the partial products. EXAMPLE.— Multiply 6<z — 4£ by 4a — 2£. SOLUTION.— Write the multiplier under the multiplicand,...

...SOLUTION.— - 9«s +- 3<z3^ — 4a-/>* - />5 >». Ans. 494. When both factors are polynomials: Rule. — Multiply each term of one polynomial by each term of the other, and add the partial products. EXAMPLE.— Multiply 6« — 46 by 4a — 26. SOLUTION. — Write the multiplier under the multiplicand,...

...— Ъх) + (aу — by) — (az — bz) 58. To multiply two polynomials, multiply each term of one by each term of the other and add the partial products thus formed. The most convenient way of adding the partial products is to place similar terms in columns,...

...bz) = ax — bx-\-ay — by — az 4- bz. 58. To multiply two polynomials, multiply each term of one by each term of the other and add the partial products thus formed. The most convenient way of adding the partial products is to place similar terms in columns,...

...bz) = ax — bx + ay — by — ax + bz. 58. To multiply two polynomials, multiply each term of one by each term of the other and add the partial products thus formed. The most convenient way of adding the partial products is to place similar terms in columns,...

...the following method of multiplying two polynomials: Multiplication of polynomials. Multiply every term of one polynomial by each term of the other and add the partial products. EXERCISES Multiply as indicated: The work may be arranged as follows : a2+a6+62 a+b First partial product:...

...аж — Ъх 4 ау — by — az + bz. 58. To multiply two polynomials, multiply each term of one by each term of the other and add the partial products thus formed. The most convenient way of adding the partial products is to place similar terms in columns,...

...V6^Vl2 (b) V^Vx8. (e)VT>/H_ (c) V3V5. (f) VJ VfVf V|. (g) ( V2 + V3 - V5)( V2 - V3 + V5). Solution. We multiply each term of one polynomial by each term of the other and simplify the result as follows : V2 + Vs - Vs V2 - V3 + V5 2 + Ve - • - Ve - 3 + Vi5 + VlO + VJ5-5...