in a parking lot, some cars have 1 spare tire and other have no spare tires. All togeather, there are 43 tires and 9 cars. how many cars have a spare tire?

Answers

Answer 1
Answer:  9 x  4  = 36
43 - 36 = 7
7 cars have spare tyres

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bridget,jim and krutika hare some sweets in the ratio 2:3:3 bridge gets 22 sweets how many more sweets does jim get over bridget

Answers

Jim got 11 more sweets over Bridget.

Step-by-step explanation:

Given,

Bridget, Jim, Krutika got the sweets in the ratio of 2:3:3

Bridget got 22 sweets.

To find how many more sweets does Jim get over Bridget

Let,

Number of sweets they got 2x, 3x, 3x respectively

According to the problem,

2x = 22

or, x = 11

So, Jim got 33 sweets.

Jim got (33-22) = 11 more sweets over Bridget.

Final answer:

By interpreting the ratio 2:3:3 and using Bridget’s share of 22 sweets, it is calculated that Jim gets 11 more sweets than Bridget.

Explanation:

The problem involves sharing sweets between Bridget, Jim, and Krutika in the ratio 2:3:3. Given that Bridget gets 22 sweets which corresponds to the '2' part of the ratio, we need to find what the '3' part (which is what Jim gets) corresponds to. This can be found out by dividing the total sweets Bridget receives by 2 and then multiplying the result by 3.

First, divide 22 (Bridget's sweets) by 2, which equals 11. This represents the '1' portion of the ratio. Multiply this '1' portion (11) by 3 to find out how many sweets Jim gets. 11 multiplied by 3 equals 33. Therefore, Jim gets 33 sweets. Now, how many more sweets Jim gets over Bridget can be calculated by subtracting the number of Bridget's sweets from Jim's sweets. Hence, 33 minus 22 equals 11.

So, Jim gets 11 more sweets over Bridget.

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Simplify the ratio:26:65

Answers

(26)/(25)

Divide both numerator and denominator by "13", and you get,

(2)/(5)

And thats your simplified answer

Final answer:

In order to simplify the ratio 26:65, we find the greatest common divisor of 26 and 65, which is 13. Dividing both numbers of the ratio by this divisor, the simplified ratio becomes 2:5.

Explanation:

To simplify the given ratio 26:65, we need to find the greatest common divisor (GCD) of the two numbers and divide each of them by this GCD. The GCD of 26 and 65 is 13. Hence, we divide both numbers of the ratio by 13.

26 ÷ 13 = 2

65 ÷ 13 = 5

Therefore, the simplified form of the ratio 26:65 is 2:5.

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How do you graph y=1x+3

Answers

Start on (0,3) since the y-intercept is 3. Move 1 unit up, 1 unit to the right. Then 1 unit down, one unit left....
When you are graphing, you need to remember that mx is the slope, and b is the y intercept. Since the y intercept is 3, you place your first point at (0,3). Now since the slop is positive one, you will go right 1, up one and place a point, and then right 1, up one and place a point and so on. You can also extend the line farther down by going left 1, down 1, etc. 

Find the point where two lines intersct

Answers

y=2x+3
y=-x
the interssection is the set of points that make both systems true

set them eual to each other since they both equal y
2x+3=y=-x
2x+3=-x
add x to both sides
3x+3=0
subtract 3
3x=-3
divid 3
x=-1

subsitue
y=-x
y=-(-1)
y=1


(x,y)
the intersection is (-1,1)
y=2x+3
y=-x
To find the point, first set them equal to each other:
2x+3=-x
Then, solve for x:
3x=-3
x = -1
y = -x --> y = -(-1) = 1
So the point is (-1,1)

Before the assembly began, only 35 percent of the students were seated. If 91 students were not seated, how many students were there in all?

Answers

total=100%
seated==35%
100%-35%=65%=not seated

91=not seated=65% of of all
find 100%

91=65% of all
91=0.65 times all
divide both sides by 0.65
140=all


140 students

The owner of a dairy farm found that his cows produced 15 gallons of milk at this rate,how many gallons of milk will be produced in four and a half hours ​

Answers

Answer:

67.5 gallons will be produced in 4.5 hours

Step-by-step explanation:

Multiply the rate by the number of hours:

 15 gallons

------------------- * 4.5 hrs = 67.5 gallons will be produced in 4.5 hours.

      1 hour