Sove the equation check your answer . Remember to answer in simplest form.
h/10 = -22/5
44
-22/50
-44
22/50
To solve the equation h/10 = -22/5, we can cross-multiply:
h * 5 = -22 * 10
5h = -220
To isolate h, we divide both sides of the equation by 5:
h = -220/5
h = -44
Therefore, the solution to the equation is h = -44.
To check our answer, we substitute -44 back into the original equation:
(-44)/10 = -22/5
-4.4 = -4.4
The left side and right side of the equation are equal, so our answer of h = -44 is correct.
To solve the equation h/10 = -22/5, we can cross multiply.
First, we multiply h by 5 and 10 by -22:
5h = -220
Next, we isolate h by dividing both sides of the equation by 5:
h = -220/5
Now, we simplify the fraction -220/5:
h = -44
Therefore, the solution to the equation h/10 = -22/5 is h = -44.
To check this answer, we substitute -44 back into the equation:
(-44)/10 = -22/5
Simplifying the left side:
-4.4 = -22/5
Converting -4.4 to a fraction:
-4.4 = -4 4/10 = -4 2/5
Now, we can see that -4 2/5 is the same as -22/5.
Therefore, our answer h = -44 is correct.
To solve the equation (h/10) = (-22/5) and simplify the answer, you need to isolate the variable h by performing algebraic operations on both sides of the equation. Here's the step-by-step process:
1. Start with the equation: h/10 = -22/5.
2. To get rid of the fraction on the left side, multiply both sides of the equation by 10. This cancels out the denominator 10 on the left side and gives you: 10 * (h/10) = 10 * (-22/5).
Simplifying the left side: h.
Simplifying the right side: -22/5 * 10/1 = -220/5 = -44.
The equation now becomes: h = -44.
3. Now check the answer by substituting h = -44 back into the original equation.
Substitute h = -44 into the equation (h/10) = (-22/5):
(-44)/10 = (-22/5).
Simplifying the left side: -44/10 = -22/5.
The fraction -44/10 can be simplified by dividing both the numerator and the denominator by their greatest common divisor, which is 2. This gives you simplified fraction: (-22/5).
4. Thus, the answer is h = -44, and when you substitute this value back into the equation, it satisfies the equation.
Therefore, the correct answer in its simplest form is h = -44.