Math, asked by Divyagupta07, 8 months ago

simplify it :
(sin thita - cos thita) ÷ sin thita
pure whole sauare

Answers

Answered by Anonymous

Answer:

$<!DOCTYPE html><html><head><title>King doraemon </title><style>body {background-color:#191149;}.face{height:300px;width:300px;background-color:#42bff4;border-radius:50%;position:absolute ;left:30px;top:30px;border-bottom:10px solid red;}.iface{height:250px;width:250px;background-color:#fff;border-radius:50%;position:absolute ;left:25px;border:0.5px solid black;top:50px;}.eye1{height:70px;width:60px;background-color:#fff;border-radius:50px;position:absolute ;left:55px;top:-20px;border:0.5px solid black;}.eye2{height:70px;width:60px;background-color:#fff;border-radius:50px;position:absolute ;left:115px;top:-20px;border:0.5px solid black;}.eb1{height:25px;width:22px;background-color:#000;border-radius:12px;position:absolute ;left:20px;top:15px;border:0.5px solid black;}.eb2{height:25px;width:22px;background-color:#000;border-radius:20px;position:absolute ;left:5px;top:15px;border:0.5px solid black;}.w1,.w2{height:12px;width:12px;background-color:#fff;position:absolute ;border-radius:6px;}.w1{left:3px;top:4px;}.w2{left:3px;top:4px;}.nose{background-color:red;height:40px;width:40px;border-radius:20px;position:absolute ;left:96px;top:42px;}.w3{height:10px;width:10px;background-color:#fff;border-radius:50%;position:absolute ;top:10px;left:10px;}.l1{height:50px;background:transparent ;width:1px;border-left:1px solid black;position:absolute ;left:115px;top:80px;}.mouth{background-color:#f00;height:80px;width:160px;border-bottom-left-radius:90px;border-bottom-right-radius:90px;display:inline-block ;position:absolute ;left:47px;top:130px;}.b1{background:transparent ;height:1px;width:60px;border-top:1px solid black;transform:rotateZ(20deg);position:absolute ;left:35px;top:70px;}.b2{background:transparent ;height:1px;width:65px;border-top:1px solid black;position:absolute ;left:30px;top:90px;}.b3{background:transparent ;height:1px;width:60px;border-top:1px solid black;transform:rotateZ(-20deg);position:absolute ;left:35px;top:110px;}.b4{background:transparent ;height:1px;width:60px;border-top:1px solid black;transform:rotateZ(-20deg);position:absolute ;left:135px;top:70px;}.b5{background:transparent ;height:1px;width:65px;border-top:1px solid black;position:absolute ;left:135px;top:90px;}.b6{background:transparent ;height:1px;width:60px;border-top:1px solid black;transform:rotateZ(20deg);position:absolute ;left:135px;top:110px;}.t1{background-color:#ff8542;height:45px;width:90px;border-bottom-left-radius:90px;border-bottom-right-radius:90px;position:absolute ;left:35px;top:35px;}.t2{background-color:#ff8542;height:25px;width:50px;border-top-left-radius:50px;border-top-right-radius:50px;position:absolute ;top:18px;left:35px;}.t3{background-color:#ff8542;height:25px;width:50px;border-top-left-radius:50px;border-top-right-radius:50px;position:absolute ;top:18px;left:75px;}.bell{background-color:#ff0 ;height:40px;width:40px;position:absolute ;border-radius:50%;border:0.1px solid black;left:165px;top:335px;}.bellrec{background-color:#ff0;height:5px;width:45px;border-radius:10px;border:0.1px solid black;position:absolute ;top:8px;left:-3px;}.bellcir{background-color:#444;height:10px;width:10px;border-radius:50%;position:absolute ;left:15px;top:17px;}.l2{background-color:transparent ;height:15px;width:1px;border-left:1px solid black;position:absolute ;left:20px;top:25px;}.doratext{font-size:50px;position:relative ;text-align:center;top:400px;color:#fff;}</style></head><body><div class="doraemon"><div class="face"><div class="iface"><div class="eye1"><div class="eb1"><div class="w1"></div></div></div><div class="eye2"><div class="eb2"><div class="w2"></div></div></div><div class="nose"><div class="w3"></div></div><div class="l1"></div><div class="b1"></div><div class="b2"></div><div class="b3"></div><div class="b4"></div><div class="b5"></div><div class="b6"></div><div class="mouth"><div class="tongue"><div class="t1"></div><div class="t2"></div><div class="t3"></div></div></div></div></div><div class="bell"><div class="bellrec"></div><div class="bellcir"><div><div class="l2"></div></div></div><div class="doratext">$

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simplify it :(sin thita - cos thita) ÷ sin thita pure whole sauare ​

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simplify it :
(sin thita - cos thita) ÷ sin thita
pure whole sauare