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The tables at the party are shaped like the hexagon If you put the tables together how many would you need for 50 people?
12 tables. There would be 4 persons per table (you lost 2 seats per table as 2 ends must touch to put them together), except for the first and last table that only will have one end touch leaving them with 5 seats per table.
What is the maximum number of equilateral triangles that can come together at each vertex of a solid?
10
What is the maximum number of sides a polygon can have if each interior angle is obtuse?
Any number of sides of 5 and above because all interior angles of regular polygons in this category will have obtuse interior angles.
Is it true or false that a relational database typically consists of related two dimensional tables?
True. A relational database is designed to store data in structured formats, typically consisting of related two-dimensional tables, known as relations. Each table contains rows and columns, where rows represent individual records and columns represent attributes of those records. The relationships between tables are established through foreign keys, allowing for efficient data retrieval and organization.
How many lines of symmetry does a polygon has?
A polygon need not have any lines of symmetry. The maximum number of lines of symmetry is attained if the polygon is regular; and this is the number of sides (or vertices) of the polygon. If a regular polygon has an even number of sides, then the lines of symmetry are those joining opposite vertices, and those joining the mid-points of opposite sides. If the polygon has an odd number of sides/vertices, the lines of symmetry are those joining each vertex to the mid-point of the opposite side.
How many full tables are there if there are 138 people sitting at the tables in the hall and each table can seat 12 people and all the tables are full except one?
To find the number of full tables, divide 138 by 12, Your answer will be the number of tables that are full. 138 divided by 12 equals 11 full tables with one having 6 people.
Which number is in the most times tables?
There is no such number since there are infinitely many multiples in the table for each of an infinite number of tables.
Eric is catering a party for 152 people He wants to seat the same number of people at each table He also wants more than 2 people but fewer than 10 at a table How many people can he seat at each table?
He with either have 38 tables with 4 people at each table, or 19 tables with 8 at each table.
What is the average number of ping tables in a house in china?
well consiering there's only 2 kids allowed in china, id say the average maximum number would be 2. (1 table for each two people; Mom, dad, 2 kids=4)
What number of people play in each position in soccer?
there are 11 positions in soccer. the maximum number of players on a team is 18.
There are seven seven square tables each table seats four people how many people can be seated at the tables if the tables are lined up end to end?
Five of the tables would only sit 2 people, one on each side. The two at each end would seat 3 each, so the total would be 16.
Is 81 in the 2 times tables?
No, 81 is not in the 2 times tables. In the 2 times tables, each number is multiplied by 2, resulting in even numbers. 81 is not an even number, as it is divisible by 3, making it part of the 3 times tables.
If you have 113 people and have 100 tables how many people have to be sitted at each table?
If all tables must be filled, at least 1.13 per table.
What is the Maximum number of US senators?
The maximum number of U.S. Senators is 100. Two Senators for each State.
How many tables does a company need if they invited 48 people to a luncheon but 34 of them did not show up if the tables they had held two people each?
If they invited 48 and 34 did not come, that leaves 14 that came. If each table holds 2, they will need 7 tables.
What is the maximum number of electrons that can be present in each shell or subshell?
The maximum number of electrons that can be present in each shell or subshell is determined by the formula 2n2, where n is the principal quantum number of the shell or subshell.
How many possible table sizes that will seat an equal number of guest for 1001 guest?
To seat all the 1001 guests, then tables of size of the factors of 1001 will do: The 8 factors of 1001, and thus the possible table sizes, are: 1, 7, 11, 13, 77, 91, 143, 1001 So you could have: 1001 tables with 1 seat each 143 tables with 7 seats each 91 tables with 11 seats each 77 tables with 13 seats each 13 tables with 77 seats each 11 tables with 91 seats each 7 tables with 143 seats each 1 table with 1001 seats 100 tables that seat ten (leave 1 guest unseated)
