A coin is tossed and a number cube labelled 1 to 6 is rolled. How many equally likely outcomes are there? PLZZZZ HELP MEEE!!!!! AND EXPLAIN PLZ

Answers

Answer 1

Answer: Twelve outcomes, six for each coin side.

Related Questions

When the absolute value of the slope gets bigger, the graph of a line gets A:ShorterB:LongerC:Less steepD:steeperApex
Write an inequality to represent the phrase: The sum of a number an 6 is no less than 31
Emily and a friend bought two tickets to see a soccer game . Each ticket cost $8.25. The friends paid a total of $24.50, which included a fee per ticket for parking near the stadium. what is the parking fee as a percent increase in the cost of a ticket?
A magazine advertises that a subscription price of $29.99 for (12 issues) represents a savings of 70% from the newsstand price. What is the price of 1 issue at the newsstand?
Prove using algebra that the difference between the squares of consecutive odd numbers is always a multiple of 8.

Tennis racket marked up 50% to 36.75 what is the original price

Answers

the answer is 24.5
1.5x=36.75
x=24.5

Eli ran for two weeks. During the first week , eli ran 12 miles . During the next week, he ran 15 miles. What is the ratio of the number of miles eil ran the first week to the total number of miles he ran in both weeks?

Answers

the correct ratio is 12:27
hope this helps

the ratio would be 12/27. hope this is what u wanted to be answered

Which of the following equations have exactly one solution?Choose all answers that apply:
~
A) 6x – 6 = 15x + 15
B) 6x – 15 = 6x +15
C) 6x – 6 = 6x + 15
D) 6x + 15 = 6x + 15

Answers

Final answer:

By assessing each equation, we deduce that the only equation that has exactly one solution among the ones given is equation A (6x – 6 = 15x + 15). Equations B (6x – 15 = 6x +15) and C (6x – 6 = 6x + 15) have no solutions, and equation D (6x + 15 = 6x + 15) has infinitely many solutions.

Explanation:

Solution to an equation is the value of variable that satisfies the equation or makes the equation true. Let's examine the given equations one by one:

A) 6x – 6 = 15x + 15: If we simplify this equation by moving all the terms involving x to one side and the constants to the other, we get: 9x = -21, which gives x = -21/9 or -7/3, hence this equation has exactly one solution .

B) 6x – 15 = 6x +15: In this case, if we subtract 6x from both sides, we get -15 = 15, which is not true, hence this equation has no solution.

C) 6x – 6 = 6x + 15: Again, if we subtract 6x from both sides, we get -6 = 15, which is not true, hence this equation again has no solution.

D) 6x + 15 = 6x + 15: For this equation, it stands true for any value of x, therefore this equation has infinitely many solutions.

So, out of the given options, only the equation A has exactly one solution.

Learn more about Solution to an equation here:

brainly.com/question/35467992

#SPJ2

(A^5)^6 × a^2 × (a^8)^0

Could you show me the steps so I can understand better?

Answers

Answer:

The answer for (a^5)^6 × a^2 × (a^8)^0 is a^32 or $a^(32)$

Step-by-step explanation:

Given:

(a^5)^6 × a^2 × (a^8)^0

Solution:

1.By property of indices or law of indices we have

$(x^(a)) ^(b) = x^((a* b))\n \therefore (a^(5)) ^(6) = a^((5* 6))\n \therefore (a^(5)) ^(6) = a^((30))\nSimilarly\na^(2) = a^(2)\n \n(a^(8))^(0)} = a^((8* 0))\n(a^(8))^(0)} = a^(0)\ \textrm{Which is also equal to one i.e 1}\n$