How do you the quotient of 3cfrac-1-2- divided by 21-

Question

Toppr Admin · Accepted Answer

Treating -3-cfrac-1-2- as -3-5- set up the fraction as such-dfrac-7-2-21-dfrac7-2-times21-dfrac16-so the fraction in the simplest form is -cfrac-1-6- so the quotient is -1-6-

How do you find the quotient of $$3\cfrac{1}{2}$$ divided by $$21$$?

Treating $$3\cfrac{1}{2}$$ as $$3.5$$ set up the fraction as such
$$\dfrac{7/2}{21}=\dfrac7{2\times21}=\dfrac16$$
so the fraction in the simplest form is $$\cfrac{1}{6}$$. so the quotient is $$1/6$$

How do you find the quotient of $$3\cfrac{1}{2}$$ divided by $$21$$?

Treating $$3\cfrac{1}{2}$$ as $$3.5$$ set up the fraction as such$$\dfrac{7/2}{21}=\dfrac7{2\times21}=\dfrac16$$so the fraction in the simplest form is $$\cfrac{1}{6}$$. so the quotient is $$1/6$$

Treating $$3\cfrac{1}{2}$$ as $$3.5$$ set up the fraction as such
$$\dfrac{7/2}{21}=\dfrac7{2\times21}=\dfrac16$$
so the fraction in the simplest form is $$\cfrac{1}{6}$$. so the quotient is $$1/6$$