The quotient of 45 and ( r ) can be expressed as the fraction ( \frac{45}{r} ). This notation indicates that 45 is being divided by ( r ). If you want to represent it in a different form, you could also write it as ( 45 \div r ).
45÷r
To express "a number r decreased by the quotient of a number r and two," you can write the mathematical expression as ( r - \frac{r}{2} ). Here, ( \frac{r}{2} ) represents the quotient of ( r ) divided by 2, and subtracting this from ( r ) captures the idea of decreasing ( r ) by that value.
The expression "7r" is not a quotient; it represents a product of the number 7 and the variable r. A quotient is specifically the result of dividing one quantity by another, typically expressed as a fraction. For example, if you divide 7 by r, that would be a quotient, represented as 7/r.
Divide the number by the new base (7 in this case) to give a quotient (result) and remainder.Note the remainderMake the number the quotientIf the quotient is not zero repeat from step 1Write the remainders in reverse order (last found first)That's how I write a decimal number in any other base.This is me doing it for 2365 in to base 7:2365 ÷ 7 = 337 r 6337 ÷ 7 = 48 r 148 ÷ 7 = 6 r 66 ÷ 7 = 0 r 6⇒ 236510 = 66167
That means that the answer has a quotient of 100 and a remainder of 2. For example, 502 ÷ 5 would have that answer.
45÷r
45/r
r/2-8
It is 1 - r/7
Next to the quotient, write R(x). Let x be the remainder number.
1 - r/7 Another way to write the same thing is 7/7-r/7 which is (7-r)/7
. This is same as half of r.
(r + 5)/b
ratio
The answer is 43 r.0
35(r-45)
r + 45 = 79Subtract 45 from each side:r = 34