Write an algebraic expression for the specified quantity.A merchant has light roast coffee worth $6.50 a pound that she wishes to mix with dark roast coffee worth $9.99 a pound. Let x = the number of pounds of dark roast coffee in a 50-pound mixture of light roast coffee and dark roast coffee. Write an algebraic expression in x for (i) the number of pounds of light roast coffee in the 50-pound mixture; (ii) the value of the dark roast coffee in the 50-pound mixture; (iii) the value of the light roast coffee in the 50-pound mixture.
A. (i) 50 + x
(ii) $9.99(50 + x)
(iii) $6.50x
B. (i) 50 + x
(ii) $9.99x
(iii) $6.50(50 + x)
C. (i) 50 - x
(ii) $9.99(50 - x)
(iii) $6.50x
D. (i) 50 - x
(ii) $9.99x
(iii) $6.50(50 - x)
Answer: D
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A. 16m4 - 1024m3n + 576m2n2 - 64mn3 + 16n4 B. 16m4 - 64m3n + 96m2n2 - 64mn3 + 16n4 C. 16m4 - 64m3n - 96m2n2 - 64mn3 - 16n4 D. 16m4 - 1024m3n - 576m2n2 - 64mn3 - 16n4
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A. 1
B. 1
C. 1
D. - 1
Match the following reasons to complete the proof.
Proof: STATEMENTS REASONS
?1 and ?2 are supplementary ________________________
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