Answer:
Jonah needs 2 more napkins to complete one more table.
Step-by-step explanation:
In Jonah’s restaurant, each table seats 4 people.
In total Jonah has 78 napkins to place at the tables.
So the total number of napkins must be a multiple of 4.
But unfortunately 78 is not a multiple of 4. It leaves a remainder of 2 while divided by 4.
So, the number which is 2 more than 78 will be a multiple of 4 and will complete the set of tables i.e 80
Therefore, Jonah needs 2 more napkins to complete one more table.
4n + 3 what is the 6th term?
Answer:
27 is the answer to the question
Step-by-step explanation:
4(6)+3=24+3=27
B.-7x(3x4)=(-7x3)x4
C.-8+(8+7)=(-8+8)+7
D.-3+(7+3)=-3+(3+7)
x f(x)
−2 0.22
−1 0.67
0 2
1 6
2 18
g(x) = 3x + 3
x g(x)
−2 3.11
−1 3.33
0 4
1 6
2 12
Based on the tables, what is the solution to the equation 2(3)x = 3x + 3?
A)x=-1
B)x=0
C)x=1
D)X=6
Answer:
X will equal 1
Answer:
The list of event (pulling a face card,F or a number card, N) that correctly makes up the sample space when a card is drawn without replacement is;
FF
FN
NF and
NN
Step-by-step explanation:
Here we have the definition of a sample space as one which has all possible outcomes
Therefore, the list of events that correctly makes up the sample space of events when you pull out two cards we have either a face card F or a number card N, and the sample space is;
FF
FN
NF and
NN
Where the likelihood of each outcome changes as the number of face cards and number card changes as each card is drawn without replacement.
Answer:
just took the test, the correct answer is:
B) two number cards, two face cards, one number card and one face card
Please show your work
A function is a rule that assigns each vale of the independent variable to exactly one vale of the dependent variable.
The missing word is the function.
Point to remember:
The definition says that two values of x(independent variable ) may correspond to one value of y(dependent variable) but the vice versa is not true( means two values of y(dependent variable ) does not correspond to one value of x(independent variable) ). This explanation is very powerful tool to check that whether a relation is a function or not.