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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 12 calculate 5h - 2?
To calculate ( 5h - 2 ) when ( h = 12 ), substitute 12 for ( h ): [ 5(12) - 2 = 60 - 2 = 58. ] Thus, the result is 58.
How do you find the value of h when pi times r to the second power times h divided by 3?
There is not enough information to answer the question as it is stated. If the value of pi*r2*h/3 is known (to be k, say) then h = 3*k/(pi*r2)
If h 7 find the value of h sqared?
If h = 7 then h squared = 49
When h has the value 7 calculate the value of h subtract 2?
5
When h has the value of 4 calculate 16-3h?
When h has the value of 4, you substitute 4 for h in the expression 16-3h. This gives you 16 - 3(4), which simplifies to 16 - 12. Finally, the answer is 4.
When h has the value 17 calculate the value of h subtract 2?
15
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
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?
To calculate ( 5h - 2 ) when ( h = 12 ), substitute 12 for ( h ): [ 5(12) - 2 = 60 - 2 = 58. ] Thus, the result is 58.
When h has the value 12 calculate 5h-2?
It is: (5*12)-2 = 58
How do you find the value of h when pi times r to the second power times h divided by 3?
There is not enough information to answer the question as it is stated. If the value of pi*r2*h/3 is known (to be k, say) then h = 3*k/(pi*r2)
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.
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
