To find the solution of the equation 5/2 times x equals -1/8, we can isolate the variable x.
We start by multiplying both sides of the equation by the reciprocal of 5/2, which is 2/5:
(5/2) x * (2/5) = (-1/8) * (2/5)
x = -2/40
x = -1/20
Therefore, the solution of the equation is x = -1/20.
what is a solution of the equation 5/2 x equals -1/8
-20
-1/20
1/20
-5/16
11 answers
What is a solution of the equation - X/2.9 = (−3)
87
-87
-8.7
8.7
87
-87
-8.7
8.7
To find the solution of the equation -X/2.9 = -3, we can isolate the variable X.
To do this, we start by multiplying both sides of the equation by 2.9 to get rid of the fraction:
(-X/2.9) * 2.9 = (-3) * 2.9
-X = -8.7
Next, we need to solve for X. Multiply both sides of the equation by -1 to change the sign of X:
(-X) * (-1) = (-8.7) * (-1)
X = 8.7
Therefore, the solution of the equation is X = 8.7.
To do this, we start by multiplying both sides of the equation by 2.9 to get rid of the fraction:
(-X/2.9) * 2.9 = (-3) * 2.9
-X = -8.7
Next, we need to solve for X. Multiply both sides of the equation by -1 to change the sign of X:
(-X) * (-1) = (-8.7) * (-1)
X = 8.7
Therefore, the solution of the equation is X = 8.7.
What is the solution of the equation 8/5 X equals −10?
-16
-25/4
-5/8
-1/16
-16
-25/4
-5/8
-1/16
To find the solution of the equation (8/5)X = -10, we can isolate the variable X.
First, we will multiply both sides of the equation by the reciprocal of 8/5, which is 5/8:
(8/5)X * (5/8) = -10 * (5/8)
X = -50/40
Reducing the fraction, we get:
X = -5/4
Therefore, the solution of the equation is X = -5/4.
First, we will multiply both sides of the equation by the reciprocal of 8/5, which is 5/8:
(8/5)X * (5/8) = -10 * (5/8)
X = -50/40
Reducing the fraction, we get:
X = -5/4
Therefore, the solution of the equation is X = -5/4.
That's not right try again
Apologies for the incorrect response. Let's try solving the equation correctly.
To find the solution of the equation (8/5)X = -10, we can isolate the variable X.
First, divide both sides of the equation by 8/5:
X = -10 / (8/5)
To divide by a fraction, we can multiply by its reciprocal:
X = -10 * (5/8)
Now we can simplify:
X = -50/8
X = -25/4
Therefore, the solution of the equation is X = -25/4.
To find the solution of the equation (8/5)X = -10, we can isolate the variable X.
First, divide both sides of the equation by 8/5:
X = -10 / (8/5)
To divide by a fraction, we can multiply by its reciprocal:
X = -10 * (5/8)
Now we can simplify:
X = -50/8
X = -25/4
Therefore, the solution of the equation is X = -25/4.
Kendras age is half of Justin's age, Kendra is 13 years old, which of the following equations represents justin's age, a
A + 1/2 = 13
13a = 2
2a = 13
1/2 a = 13
A + 1/2 = 13
13a = 2
2a = 13
1/2 a = 13
Let's let "a" represent Justin's age.
Based on the given information, Kendra's age is half of Justin's age, so we can write the equation as:
(a) / 2 = 13
To find Justin's age, we can isolate the variable "a" by multiplying both sides of the equation by 2:
2 * (a/2) = 2 * 13
This simplifies to:
a = 26
Therefore, the equation that represents Justin's age is: a = 26.
Based on the given information, Kendra's age is half of Justin's age, so we can write the equation as:
(a) / 2 = 13
To find Justin's age, we can isolate the variable "a" by multiplying both sides of the equation by 2:
2 * (a/2) = 2 * 13
This simplifies to:
a = 26
Therefore, the equation that represents Justin's age is: a = 26.
Cooper golf volunteered community food bank for 2 weeks. He will work 3.5 hours every day. Which equation represents the total number of hours, h Cooper will volunteer at the community food bank
H/3.5 = 2
3.5h = 14
H/14 = 3.5
H/2 = 3.5
H/3.5 = 2
3.5h = 14
H/14 = 3.5
H/2 = 3.5
To find the total number of hours, h, that Cooper will volunteer at the community food bank, we can use the following equation:
h = 3.5 * 2
This equation represents Cooper working 3.5 hours every day for 2 weeks (2 weeks = 14 days).
Simplifying the equation:
h = 7
Therefore, the correct equation that represents the total number of hours Cooper will volunteer is: h = 7.
h = 3.5 * 2
This equation represents Cooper working 3.5 hours every day for 2 weeks (2 weeks = 14 days).
Simplifying the equation:
h = 7
Therefore, the correct equation that represents the total number of hours Cooper will volunteer is: h = 7.