10. Convert 7860, to decimal b. 1854 to base 5. а.

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter39: Symbolism And Algebraic Expressions
Section: Chapter Questions
Problem 1A: Use the Table of BlockThicknesses of a Customary Gage Block Set under the heading "Description of...
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10

that
nat is
10. Convert
7860, to decimal
b.
1854 to base 5.
а.
11. (
a. In how many ways can they finish?
b. The top five runners win medals. In how many ways can these medals be awarded?
c. The top five runners win medals. In how many ways can these medals be awarded if Jesse and Owen each
Sixteen runners are in a race. Answer each of the following, but do not calculate the final answer.
award?
d. The top five runners move onto finals. In how many ways can five runners be selected to move on to finals
12. (
A pizzeria offers 20 different toppings. Answer each of the following, but do not calculate the final ans
a. How many pizzas are there with any number of toppings, no double-toppings allowed.
b. How many 8-topping pizzas are there?
c. How many 6-topping pizzas are there if we are not allowed to have both pepperoni and sausage?
d. BONUS
How many 4-topping pizzas are there if doubling is allowed. For example, you could have a s
bacon, ana double-onion pizza. Note that when toppings are doubled, it counts as two toppings.
Transcribed Image Text:that nat is 10. Convert 7860, to decimal b. 1854 to base 5. а. 11. ( a. In how many ways can they finish? b. The top five runners win medals. In how many ways can these medals be awarded? c. The top five runners win medals. In how many ways can these medals be awarded if Jesse and Owen each Sixteen runners are in a race. Answer each of the following, but do not calculate the final answer. award? d. The top five runners move onto finals. In how many ways can five runners be selected to move on to finals 12. ( A pizzeria offers 20 different toppings. Answer each of the following, but do not calculate the final ans a. How many pizzas are there with any number of toppings, no double-toppings allowed. b. How many 8-topping pizzas are there? c. How many 6-topping pizzas are there if we are not allowed to have both pepperoni and sausage? d. BONUS How many 4-topping pizzas are there if doubling is allowed. For example, you could have a s bacon, ana double-onion pizza. Note that when toppings are doubled, it counts as two toppings.
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