Write a system of equations to describe the problem situation. It is not necessary to solve the problem. Martina has 58 nickels and dimes. She has $3.10 altogether. She has x nickels and y dimes.
A) y = 58 - x, 0.05x + 0.10y = 3.10
B) x + y = 58, 0.05y + 0.10x = 3.10
C) x + y = 58, 0.25y + 0.10y = 3.10
D) x - y = 58, 0.05x + 0.10y = 3.10
E) x – y = 58, 0.05y + 0.25x = 3.10
A) y = 58 - x, 0.05x + 0.10y = 3.10
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A. -10x - 10y + 12z = 8 B. x + y + z = 8 C. x + y + z = 1 D. -10x - 10y + 12z = 1
Perform the indicated operation(s). Simplify if possible. -
A.
B. 2
C.
D.
Subtract and simplify. -
A. 11
B.
C. 1
D.
Let x be a number. Translate the following into an expression or an equation, as appropriate, and then simplify the expression or solve the equation.One-half a number, minus ten, plus three times the number
A. x - 10 + 3x
B. x - 10
C. x - 7
D. x - 5