To write the quotient of ( h ) and 20, you express it as ( \frac{h}{20} ). This notation indicates that ( h ) is being divided by 20. Alternatively, you could also represent it as ( h \div 20 ).
(x + y)/20
(x/20)+9 where x is the number
25
It is: 20/5 = 4 which is the quotient
The quotient of 20 and 4 is 5. This is calculated by dividing 20 by 4, which equals 5.
15/y, but only of y is non-zero.
(x + y)/20
(x/20)+9 where x is the number
25
It is: 20/5 = 4 which is the quotient
To express the given statement algebraically, we would write it as 2.5 = h/3 + w. This equation represents that 2.5 is equal to the quotient of h divided by 3, added to w. To solve for h in terms of w, we would multiply both sides by 3 to get 7.5 = h + 3w. Therefore, h = 7.5 - 3w.
The quotient of 20 and 4 is 5. This is calculated by dividing 20 by 4, which equals 5.
1
4
The expression for 14 less than the quotient of 63 and a number ( h ) can be written as ( \frac{63}{h} - 14 ). Here, ( \frac{63}{h} ) represents the quotient of 63 and ( h ), and subtracting 14 gives the required expression.
-10
The quotient is the result of dividing two numbers. So if you need to find the quotient of 20 and 5, you would divide 20 by 5. That means that your answer (4) would be the quotient.