What is expand (m^4-0,t)(m^4+0,7) ?

The solution to expand (m^4-0,t)(m^4+0,7) is m^4m^4+0*m^4,7-0,m^4t-0,0*t,7

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expand (m^4-0,t)(m^4+0,7)

expand

(m^{4} - 0, t) (m^{4} + 0, 7)

m^{4} m^{4} + 0 \cdot m^{4}, 7 - 0, m^{4} t - 0, 0 \cdot t, 7

Solution steps

(m^{4} - 0, t) (m^{4} + 0, 7)

= (m^{4} - 0, t) (m^{4} + 0 \cdot 7,)

Apply FOIL method:

(a + b) (c + d) = a c + a d + b c + b d

a = m^{4}, b = - 0, t, c = m^{4}, d = 0, 7

= m^{4} m^{4} + m^{4} \cdot 0, 7 + (- 0, t) m^{4} + (- 0, t) \cdot 0, 7

Apply minus-plus rules

+ (- a) = - a

= m^{4} m^{4} + 0 \cdot m^{4}, 7 - 0, m^{4} t - 0, 0 \cdot t, 7

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What is expand (m^4-0,t)(m^4+0,7) ?
The solution to expand (m^4-0,t)(m^4+0,7) is m^4m^4+0*m^4,7-0,m^4t-0,0*t,7