Question

a) (4×⁷)(5y³)=
b) (+2×)(3×⁶y)=​

Answer 1

RESPUESTA:

$\left(4x^7\right)\left(5y^3\right)$

$\mathrm{Quitar\:los\:parentesis}:\quad \left(a\right)=a$

$=4x^7\cdot \:5y^3$

$\mathrm{Multiplicar\:los\:numeros:}\:4\cdot \:5=20$

$[RPTA=20x^7y^3]\boxed$

$\left(2x\right)\left(3x^6y\right)$

$\mathrm{Aplicar\:las\:leyes\:de\:los\:exponentes}:\quad \:a^b\cdot \:a^c=a^{b+c}$

$xx^6=\:x^{1+6}$

$\mathrm{Sumar:}\:1+6=7$

$=2\cdot \:3x^7y$

$\mathrm{Multiplicar\:los\:numeros:}\:2\cdot \:3=6$

$[RPTA=6x^7y]\boxed$

【ツ】亗 CORONA 亗

Answer 2

a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​a) (4×⁷)(5y³)=

b) (+2×)(3×⁶y)=​