Is it possible for a number to be a rational number that is not an integer but is a whole number? Explain.

Answers

Answer 1

Answer: A rational number is a fraction pretty much or a decimal. An integer is a counting number including zero and the negatives. A whole number is a counting number not including the negatives and is not a fraction or decimal. So no i don't think you can get that combination.

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How do i solve 53x6=6x53 ?

Answers

Any number can go in x since both sides are the same.

This is Commutative Property. 53x6=318. To get this answer, you must multiply it like this; 53 start by multiplying 3 by 6 to get to 18. 8, carry the 1. 6 by 5 to get 30 plus 1
x6 ( that you carried ) to get 31. Your total 318.

A truck that can carry no more than 6900 lb is being used to transport refrigerators and upright pianos. Each refrigerator weighs 200 lb and each piano weighs 525 lb. Write and graph an inequality to show how many refrigerators and how many pianos the truck could carry. Will 16 refrigerators and 7 pianos overload the truck? Explain. Let x be the number of refrigerators in the truck and y be the number of pianos in the truck. Write an inequality to show how many refrigerators and how many pianos the truck could carry.

Answers

Answer:

Part a) The inequality is $200x+525y\leq 6,900$

The graph in the attached figure

Part b) 16 refrigerators and 7 pianos will not recharge the truck.

Step-by-step explanation:

Part a) Write and graph an inequality to show how many refrigerators and how many pianos the truck could carry

Let

x -----> the number of refrigerators in the truck

y -----> the number of pianos in the truck

we know that

The number of refrigerators in the truck multiplied by 200 lb plus the number of pianos in the truck multiplied by 525 lb must be less than or equal to 6,900 lb

The inequality that represent this situation is

$200x+525y\leq 6,900$

using a graphing tool

The solution is the shaded area

Remember that the number of refrigerators or the number of pianos in the truck cannot be a negative number or a decimal number. The solution must be a whole numbers.

Part b) Will 16 refrigerators and 7 pianos overload the truck?

we know that

If a ordered pair is a solution of the inequality, then the ordered pair must satisfy the inequality

we have the ordered pair

(16,7)

Substitute x=16,y=7 in the inequality

$200(16)+525(7)\leq 6,900$

$3,200+3,675\leq 6,900$

$6,875\leq 6,900$ -----> is true

The ordered pair satisfy the inequality

The ordered pair is a solution of the inequality

therefore

16 refrigerators and 7 pianos will not recharge the truck.

Help me please this is worth 27 points!!!! I GIVE THANKS ANSWER ALL QUESTIONS TOO!!!!

Answers

1. The area of a rectangle is calculated by multiplying its width and lengh (which you can also understand by looking at the figures in table, column 3 is clearly column 2 times column 1) so we can write it Area = 8w
2.
A. y=0,8x+3
B. x is the number of miles driven by the taxi - y is the total cost of the ride

3. You can see that y=3x-5 in each of the case. Which means that y=37 for x=14
4. For each x in the table we can see that y is 3 times higher reduced by 2 units so we can write it y=3x-2

Did it help?

an animal shelter has 36 kittens and 12 puppies available for adoption what was the ratio of puppies to kittens

Answers

12:36 which reduces down to 1:3

36:12 is the answer because there are 36 kittens to 16 dogs ......hope this answer helps you have a great time with this answer I know it's right my cousins did the equation today

If the complex number x = 3 + bi and |x|^2 = 13, which is a possible value of b? A. 2
B. 3
C. 9
D. 10

20 points to the brainliest user!!!!

Answers

If x=3+bi, then

$|x|=√(3^2+b^2).$

You know that $|x|^2=13,$ then

$\left(√(3^2+b^2)\right)^2=13,\n \n 9+b^2=13,\n \nb^2=4,\n \nb=\pm 2.$

Two possible complex numbers satisfy these conditions:

$x_1=3+2i, \ x_2=3-2i.$

As you can see the possible value of b is 2.

Answer: correct choice is A.

-1/3+2z=-5/6 what does z equal? -2/3x+3/7=1/2 what does x equal?

Answers

$- (1)/(3) + 3z = - (5)/(6) \n \n 2z - (1)/(3) = - (5)/(6) \n \n 2z = - (5)/(6) + (1)/(3) \n \n 2z = - (1)/(2) \n \n = - (1)/(2 * 2) \n \n z = - (1)/(4) \n \n$

The final result is: z = - 1/4 or z = -0.25.

----------

$- (2)/(3) x + (3)/(7) = (1)/(2) \n \n - (2x)/(3) + (3)/(7) = (1)/(2) - (2x)/(3) = (1)/(2) - (3)/(7) \n \n - (2x)/(3) = (1)/(14) \n \n -2x = (1)/(14) * 3 \n \n x = (3)/(14 * -2) \n \n x = - (3)/(28) \n \n$

The final result is: x = - 3/28 or x = -0.1071.

-1/3+2z=5/6 2z=5/6+1/3 z=7/6(1/2) Z=7/12 -2/3x+3/7=1/2 -2/3x=1/2-3/7 x=1/14(-3/2) X=-3/28

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