What is expand (Q(a-b))/(4pi(c-a)(b-c)EF) ?

The solution to expand (Q(a-b))/(4pi(c-a)(b-c)EF) is (Qa-Qb)/(4pibcEF-4pic^2EF-4piabEF+4piacEF)

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expand (Q(a-b))/(4pi(c-a)(b-c)EF)

expand

\frac{Q ( a - b )}{4 π ( c - a ) ( b - c ) EF}

\frac{Q a - Q b}{4 πb c EF - 4 π c ^{2} EF - 4 πab EF + 4 πa c EF}

Solution steps

\frac{Q ( a - b )}{4 π ( c - a ) ( b - c ) EF}

Expand

4 π (c - a) (b - c) EF : 4 πb c EF - 4 π c^{2} EF - 4 πab EF + 4 πa c EF

= \frac{Q ( a - b )}{4 πb c EF - 4 π c ^{2} EF - 4 πab EF + 4 πa c EF}

Expand

Q (a - b) : Q a - Q b

= \frac{Q a - Q b}{4 πb c EF - 4 π c ^{2} EF - 4 πab EF + 4 πa c EF}

\frac{x ^{2} + 3 x y}{y ( x + y )}

\frac{z}{( z - j ^{2} ) ( z + j ^{2} )}

(x + 1 + 3) (x - 1 + 3)

(e^{\frac{x}{2}}) (x + 1)

x lo g_{10} (4)

What is expand (Q(a-b))/(4pi(c-a)(b-c)EF) ?
The solution to expand (Q(a-b))/(4pi(c-a)(b-c)EF) is (Qa-Qb)/(4pibcEF-4pic^2EF-4piabEF+4piacEF)