Formula a = 2b + c in subject to b is b = a-c / 2
Changing the subject of formula is a way of rearranging formula to determine missing variable in terms of other variable
Changing the subject of formula is also known as rearranging formula or changing the subject of an equation.
Given ,
Formula : a = 2b + c
Subtracting by c on both sides,
=> a - c = 2b + c - c
=> a - c = 2b
Dividing by 2 on both sides,
=>
Formula in subject to b is
b = a-c / 2
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Answer:
The range is 5
Step-by-step explanation:
7-2=5
It would be: 2/9 * 63
2 * 7
= 14
In short, Your Answer would be 14
Hope this helps!
A^2 + b^2 = c^
a^2 + 7.8^2 = 8^2
a^2 + 2.79= 2.83
a^2 = 0.04
a = 0.2m
i did that in my head so like it might be off or wrong but that’s the basic idea of it
What is the smallest number divisible by 3, 4, 32 and 9?
You might want to try factoring these denominators and writing them in their factored form:
3, 2^2, 2^5, 3^2
Your LCD must include the following factors: 3^2 and 2^5, or 9 and 32. Multiplying these together results in the correct LCD 9*32=288.
Check: Is 288 divisible by 3? Yes. The quotient is 96.
Is 288 divisible by 4? Yes. Is 288 divisible by 32? Yes. Is 288 divisible by 9? Yes.