Mike and Tom divide a pizza that is one-half vegetarian and one-half not. Determine the false statement.
a. Only Tom is a vegetarian. If the pizza is cut into such a way that both parts have a half of vegetarian and a half of not vegetarian, then a cut satisfies criterion 1 of a fair division problem.
b. Only Mike is a vegetarian. If the pizza is cut into such a way that one part is full vegetarian and another is full not vegetarian, then a cut doesn’t satisfy criterion 1 of a fair division problem.
c. Both Tom and Mike are vegetarians. If the pizza is cut into such a way that one part is one-third vegetarian and one-six not vegetarian, the other part is one-third not vegetarian and one-six vegetarian, then a cut satisfies criterion 1 of a fair division problem.
d. All statements are true.
c. Both Tom and Mike are vegetarians. If the pizza is cut into such a way that one part is one-third vegetarian and one-six not vegetarian, the other part is one-third not vegetarian and one-six vegetarian, then a cut satisfies criterion 1 of a fair division problem.
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A. 13,196 B. 13,210 C. 13,190 D. 13,200
Find an equation of the line passing through each pair of points. Write the equation in the form 
(-4, 7) and (1, 9)
A. 11x + 8y = -61 B. 2x - 5y = -43 C. -11x - 8y = -61 D. -2x - 5y = -43
Perform the operation indicated. Simplify.
- 
A. 
B. 2
C. 
D. 2x
Solve the problem.Students at Maple School earned $760 selling candles. They want to accumulate $2000 for a club trip. What percent of their goal has been reached?
A. 3% B. 38% C. 0.38% D. 30%