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When h has the value 17 calculate the value of h subtract 2?
15
When h has the value 6 calculate 6h-7?
29
When h has the value of 12 calculate 5h minus 2?
58
When h has the value 12 calculate 5h-2?
It is: (5*12)-2 = 58
What's h divided by 4?
When you divide a number or variable "h" by 4, you are essentially splitting "h" into four equal parts. This can be represented as h/4. The quotient of this division operation would depend on the value of "h." If "h" is a specific number, you would perform the division operation to find the exact result.
When h has the value 17 calculate the value of h subtract 2?
15
When h has the value 7 calculate the value of h subtract 2?
5
When h has the value of 17 calculate the value of h subtract 2?
15
When h has the value 6 calculate 6h-7?
29
When h has the value of 12 calculate 5h minus 2?
58
The total of h and 56?
The expression h + 56 can't be simplified. If you assign a value to h, you can calculate the sum.
When h has the value 12 calculate 5h-2?
It is: (5*12)-2 = 58
What's h divided by 4?
When you divide a number or variable "h" by 4, you are essentially splitting "h" into four equal parts. This can be represented as h/4. The quotient of this division operation would depend on the value of "h." If "h" is a specific number, you would perform the division operation to find the exact result.
How do you calculate the net calorific value of steam coal?
To calcualte NCV you need calorific value on GAR, H on gar and Total moisture.
How do you calculate a minimum uncertainty in velocity when given the uncertainty in distance and the mass?
WE know that ~x*~p>=h/4*3.14 and ~p= m~v so substitute value of ~p in above equqtion
When h has he value 5 calculate 6h 7?
If you mean: 6h+7 then 6*5 plus 7 = 37
How do you Find From First Principle The Derivative Of 1(x2) plus 1 With Respect To Xx?
"First principles" in this context means that you:* Calculate the value of the function, at some point "x+h" * Calculate the value of the function, at some point "x" * Subtract the first result minus the second result * Divide all this by "h" * See what happens when you make "h" smaller and smaller (when it tends to zero) As a formula: F(x)' = lim (as h --> 0) [F(x+h) - F(x)] / h
