Math, asked by halimaasna2997, 11 months ago

A dice is thrown once find the probability of getting a even number. , a number lying between 3 and 6

Answers

Answered by ankita1283

probability of getting a even number= 3 /6 i. e 1/2 or 0.5 as no. of favourable outcome is 3 and total no. of outcome is 6.

probability of getting a no. between 3 and 6 is 2/6 or 1/3 as no. of favourable outcome is 2 i. e 4 and 5 and total outcome is 6.

I hope it helps you.

Adityaswal: hiii

ankita1283: hello

Answered by abdul9838

$<b> <body \: bgcolor = "skyblue">$

$\huge \bf \red{ hola} \\ \\ \huge \bf \pink{ \underline{good \: morning}} \\ \\ \bf \red{here \: is \: ans} \\ \\ \bf \huge \pink{solution} \\ \\ \bf \underline{ \green{according \: to \: question}} \\ \\ \bf \blue{as \: we \: know \: that} \\ \\ \bf \red{a \: dice \: is \: a \: thrown \: once \: time} \\ \\ \bf \pink{ \therefore \: total \: outcomes = 6} \\ \\ \bf \blue{ \huge \: now} \\ \\ \bf \red{ \underline{we \: have \: to \: find \: the \: probability }} \\ \bf \underline\red{of \: getting \: an \: even \: no. } \bf \red{ = 2,4,6} \\ \\ \\ \bf \green{ \therefore \: possible \: outcomes = 3} \\ \\ \bf \pink{ \therefore \: probability = \frac{possible \: out \: comes}{total \: outcomes} } \\ \\ \bf \pink{probability = \frac{3}{6} } \\ \\ \bf \pink{probability = \frac{1}{2} \: \: ans } \\ \\ \bf \huge \pink{now} \\ \\ \bf \underline{ \orange{probability \: of \: a \: no. \: lying \: between}} \\ \bf \underline{ \orange{3 \: and \: 6}} \\ \\ \bf \orange{ \therefore \: possible \: outcomes = 4,5} \\ \\ \therefore \bf \orange{possible \: out \: comes = 2} \\ \\ \therefore \bf \orange{probability = \frac{possible \: outcomes}{total \: outcomes} } \\ \\ \bf \orange{ \therefore \: probability = \frac{2}{6} } \\ \\ \bf \pink{ \therefore \:probability = \frac{1}{3} \: \: ans}$

$<marquee \: behavior = "alternate"> <marquee \: slide \: bgcolor = "red">$

$\bf \pink{ \huge \: thanks \: for \: asking} \\ \bf \green{abdul \: is \: here} \\ \bf \orange{ \huge \: follow \: me}$

Previous Question

Next Question