Math, asked by Mehekjain, 10 months ago

$\huge {\red {\ddot {\smile }}} {\huge {\pink {\ddot \smile}}} {\huge {\purple {\ddot {\smile}}}} {\huge {\orange {\ddot {\smile }}}} {\huge {\blue {\ddot {\smile}}}} {\huge {\green {\ddot {\smile}}}}$
$\huge {\red {\mathtt {\overbrace {\pink {\underbrace{Hey\:Mate plz helppoppopppopp....!!!}}}}}}$ ....

$\huge {\red {\ddot {\smile }}} {\huge {\pink {\ddot \smile}}} {\huge {\purple {\ddot {\smile}}}} {\huge {\orange {\ddot {\smile }}}} {\huge {\blue {\ddot {\smile}}}} {\huge {\green {\ddot {\smile}}}}$
$\huge {\red {\mathtt {\overbrace {\pink {\underbrace{Spammersplz stay away ....!!!}}}}}}$ ....

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Answered by Rajshuklakld

Solution:-given that x=0.5=1/2 and y=0.2

to find value of $\sqrt{6} \times {3y}^{x} \\ putting \: value \: of \: x \: and \: \: y \: we \: get \\ \sqrt{6} \times ({3 \times .2})^{ \frac{1}{2} } \\ \sqrt{6} \times {.6}^{ \frac{1}{2} } \\ as \: we \: know \: that \: number \: root \: have \: \\ power \: \frac{1}{2} \\ so \: \: \sqrt{6} \times \sqrt{6} = 6 \\ hence \: 6 \: will \: be \: the \: required \: value$ .

Answered by BRAINLYBOOSTER12

$<body bgcolor = pink>$

Step1 : Put the values correctly (substitution)

Step2: Change √0.6 into (6/10)^(1/2)

step3: Operate the operands and proceed your solution

step4: You're getting an answer! Cheers!

$<marquee> Ans : (d) 0.6 </marquee>$

Yes you are right the answer is 0.6 ☑️

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