PiR2
Gostaria de reagir a esta mensagem? Crie uma conta em poucos cliques ou inicie sessão para continuar.

Igualdade trigonométrica de inversas.

2 participantes

Ir para baixo

Resolvido Igualdade trigonométrica de inversas.

Mensagem por Betoneira de Natal Dom 24 Abr 2022, 18:59

Calcule x na igualdade: Igualdade trigonométrica de inversas. Svg+xml;base64,<?xml version='1.0' encoding='UTF-8'?>
<!-- Generated by CodeCogs with dvisvgm 2.11.1 -->
<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' width='186.413732pt' height='13.522849pt' viewBox='-.239051 -.240635 186.413732 13.522849'>
<defs>
<path id='g0-0' d='M7.878456-2.749689C8.081694-2.749689 8.296887-2.749689 8.296887-2.988792S8.081694-3.227895 7.878456-3.227895H1.41071C1.207472-3.227895 .992279-3.227895 .992279-2.988792S1.207472-2.749689 1.41071-2.749689H7.878456Z'/>
<path id='g2-40' d='M3.88543 2.905106C3.88543 2.86924 3.88543 2.84533 3.682192 2.642092C2.486675 1.43462 1.817186-.537983 1.817186-2.976837C1.817186-5.296139 2.379078-7.292653 3.765878-8.703362C3.88543-8.810959 3.88543-8.834869 3.88543-8.870735C3.88543-8.942466 3.825654-8.966376 3.777833-8.966376C3.622416-8.966376 2.642092-8.105604 2.056289-6.933998C1.446575-5.726526 1.171606-4.447323 1.171606-2.976837C1.171606-1.912827 1.338979-.490162 1.960648 .789041C2.666002 2.223661 3.646326 3.000747 3.777833 3.000747C3.825654 3.000747 3.88543 2.976837 3.88543 2.905106Z'/>
<path id='g2-41' d='M3.371357-2.976837C3.371357-3.88543 3.251806-5.36787 2.582316-6.75467C1.876961-8.18929 .896638-8.966376 .765131-8.966376C.71731-8.966376 .657534-8.942466 .657534-8.870735C.657534-8.834869 .657534-8.810959 .860772-8.607721C2.056289-7.400249 2.725778-5.427646 2.725778-2.988792C2.725778-.669489 2.163885 1.327024 .777086 2.737733C.657534 2.84533 .657534 2.86924 .657534 2.905106C.657534 2.976837 .71731 3.000747 .765131 3.000747C.920548 3.000747 1.900872 2.139975 2.486675 .968369C3.096389-.251059 3.371357-1.542217 3.371357-2.976837Z'/>
<path id='g2-43' d='M4.770112-2.761644H8.069738C8.237111-2.761644 8.452304-2.761644 8.452304-2.976837C8.452304-3.203985 8.249066-3.203985 8.069738-3.203985H4.770112V-6.503611C4.770112-6.670984 4.770112-6.886177 4.554919-6.886177C4.327771-6.886177 4.327771-6.682939 4.327771-6.503611V-3.203985H1.028144C.860772-3.203985 .645579-3.203985 .645579-2.988792C.645579-2.761644 .848817-2.761644 1.028144-2.761644H4.327771V.537983C4.327771 .705355 4.327771 .920548 4.542964 .920548C4.770112 .920548 4.770112 .71731 4.770112 .537983V-2.761644Z'/>
<path id='g2-49' d='M3.443088-7.663263C3.443088-7.938232 3.443088-7.950187 3.203985-7.950187C2.917061-7.627397 2.319303-7.185056 1.08792-7.185056V-6.838356C1.362889-6.838356 1.960648-6.838356 2.618182-7.149191V-.920548C2.618182-.490162 2.582316-.3467 1.530262-.3467H1.159651V0C1.482441-.02391 2.642092-.02391 3.036613-.02391S4.578829-.02391 4.901619 0V-.3467H4.531009C3.478954-.3467 3.443088-.490162 3.443088-.920548V-7.663263Z'/>
<path id='g2-50' d='M5.260274-2.008468H4.99726C4.961395-1.80523 4.865753-1.147696 4.746202-.956413C4.662516-.848817 3.981071-.848817 3.622416-.848817H1.41071C1.733499-1.123786 2.462765-1.888917 2.773599-2.175841C4.590785-3.849564 5.260274-4.471233 5.260274-5.654795C5.260274-7.029639 4.172354-7.950187 2.785554-7.950187S.585803-6.766625 .585803-5.738481C.585803-5.128767 1.111831-5.128767 1.147696-5.128767C1.398755-5.128767 1.709589-5.308095 1.709589-5.69066C1.709589-6.025405 1.482441-6.252553 1.147696-6.252553C1.0401-6.252553 1.016189-6.252553 .980324-6.240598C1.207472-7.053549 1.853051-7.603487 2.630137-7.603487C3.646326-7.603487 4.267995-6.75467 4.267995-5.654795C4.267995-4.638605 3.682192-3.753923 3.000747-2.988792L.585803-.286924V0H4.94944L5.260274-2.008468Z'/>
<path id='g2-55' d='M5.678705-7.424159V-7.699128H2.797509C1.350934-7.699128 1.327024-7.854545 1.279203-8.081694H1.016189L.645579-5.69066H.908593C.944458-5.905853 1.052055-6.647073 1.207472-6.77858C1.303113-6.850311 2.199751-6.850311 2.367123-6.850311H4.901619L3.634371-5.033126C3.311582-4.566874 2.10411-2.606227 2.10411-.358655C2.10411-.227148 2.10411 .251059 2.594271 .251059C3.096389 .251059 3.096389-.215193 3.096389-.37061V-.968369C3.096389-2.749689 3.383313-4.136488 3.945205-4.937484L5.678705-7.424159Z'/>
<path id='g2-61' d='M8.069738-3.873474C8.237111-3.873474 8.452304-3.873474 8.452304-4.088667C8.452304-4.315816 8.249066-4.315816 8.069738-4.315816H1.028144C.860772-4.315816 .645579-4.315816 .645579-4.100623C.645579-3.873474 .848817-3.873474 1.028144-3.873474H8.069738ZM8.069738-1.649813C8.237111-1.649813 8.452304-1.649813 8.452304-1.865006C8.452304-2.092154 8.249066-2.092154 8.069738-2.092154H1.028144C.860772-2.092154 .645579-2.092154 .645579-1.876961C.645579-1.649813 .848817-1.649813 1.028144-1.649813H8.069738Z'/>
<path id='g1-97' d='M3.598506-1.422665C3.53873-1.219427 3.53873-1.195517 3.371357-.968369C3.108344-.633624 2.582316-.119552 2.020423-.119552C1.530262-.119552 1.255293-.561893 1.255293-1.267248C1.255293-1.924782 1.625903-3.263761 1.853051-3.765878C2.259527-4.60274 2.82142-5.033126 3.287671-5.033126C4.076712-5.033126 4.23213-4.052802 4.23213-3.957161C4.23213-3.945205 4.196264-3.789788 4.184309-3.765878L3.598506-1.422665ZM4.363636-4.483188C4.23213-4.794022 3.90934-5.272229 3.287671-5.272229C1.936737-5.272229 .478207-3.526775 .478207-1.75741C.478207-.573848 1.171606 .119552 1.984558 .119552C2.642092 .119552 3.203985-.394521 3.53873-.789041C3.658281-.083686 4.220174 .119552 4.578829 .119552S5.224408-.095641 5.439601-.526027C5.630884-.932503 5.798257-1.661768 5.798257-1.709589C5.798257-1.769365 5.750436-1.817186 5.678705-1.817186C5.571108-1.817186 5.559153-1.75741 5.511333-1.578082C5.332005-.872727 5.104857-.119552 4.614695-.119552C4.267995-.119552 4.244085-.430386 4.244085-.669489C4.244085-.944458 4.27995-1.075965 4.387547-1.542217C4.471233-1.841096 4.531009-2.10411 4.62665-2.450809C5.068991-4.244085 5.176588-4.674471 5.176588-4.746202C5.176588-4.913574 5.045081-5.045081 4.865753-5.045081C4.483188-5.045081 4.387547-4.62665 4.363636-4.483188Z'/>
<path id='g1-99' d='M4.674471-4.495143C4.447323-4.495143 4.339726-4.495143 4.172354-4.351681C4.100623-4.291905 3.969116-4.112578 3.969116-3.921295C3.969116-3.682192 4.148443-3.53873 4.375592-3.53873C4.662516-3.53873 4.985305-3.777833 4.985305-4.25604C4.985305-4.829888 4.435367-5.272229 3.610461-5.272229C2.044334-5.272229 .478207-3.56264 .478207-1.865006C.478207-.824907 1.123786 .119552 2.343213 .119552C3.969116 .119552 4.99726-1.147696 4.99726-1.303113C4.99726-1.374844 4.925529-1.43462 4.877709-1.43462C4.841843-1.43462 4.829888-1.422665 4.722291-1.315068C3.957161-.298879 2.82142-.119552 2.367123-.119552C1.542217-.119552 1.279203-.836862 1.279203-1.43462C1.279203-1.853051 1.482441-3.012702 1.912827-3.825654C2.223661-4.387547 2.86924-5.033126 3.622416-5.033126C3.777833-5.033126 4.435367-5.009215 4.674471-4.495143Z'/>
<path id='g1-101' d='M2.139975-2.773599C2.462765-2.773599 3.275716-2.797509 3.849564-3.012702C4.758157-3.359402 4.841843-4.052802 4.841843-4.267995C4.841843-4.794022 4.387547-5.272229 3.598506-5.272229C2.343213-5.272229 .537983-4.136488 .537983-2.008468C.537983-.753176 1.255293 .119552 2.343213 .119552C3.969116 .119552 4.99726-1.147696 4.99726-1.303113C4.99726-1.374844 4.925529-1.43462 4.877709-1.43462C4.841843-1.43462 4.829888-1.422665 4.722291-1.315068C3.957161-.298879 2.82142-.119552 2.367123-.119552C1.685679-.119552 1.327024-.657534 1.327024-1.542217C1.327024-1.709589 1.327024-2.008468 1.506351-2.773599H2.139975ZM1.566127-3.012702C2.080199-4.853798 3.21594-5.033126 3.598506-5.033126C4.124533-5.033126 4.483188-4.722291 4.483188-4.267995C4.483188-3.012702 2.570361-3.012702 2.068244-3.012702H1.566127Z'/>
<path id='g1-103' d='M4.040847-1.518306C3.993026-1.327024 3.969116-1.279203 3.813699-1.099875C3.323537-.466252 2.82142-.239103 2.450809-.239103C2.056289-.239103 1.685679-.549938 1.685679-1.374844C1.685679-2.008468 2.044334-3.347447 2.307347-3.88543C2.654047-4.554919 3.19203-5.033126 3.694147-5.033126C4.483188-5.033126 4.638605-4.052802 4.638605-3.981071L4.60274-3.813699L4.040847-1.518306ZM4.782067-4.483188C4.62665-4.829888 4.291905-5.272229 3.694147-5.272229C2.391034-5.272229 .908593-3.634371 .908593-1.853051C.908593-.609714 1.661768 0 2.426899 0C3.060523 0 3.622416-.502117 3.837609-.74122L3.574595 .334745C3.407223 .992279 3.335492 1.291158 2.905106 1.709589C2.414944 2.199751 1.960648 2.199751 1.697634 2.199751C1.338979 2.199751 1.0401 2.175841 .74122 2.080199C1.123786 1.972603 1.219427 1.637858 1.219427 1.506351C1.219427 1.315068 1.075965 1.123786 .812951 1.123786C.526027 1.123786 .215193 1.362889 .215193 1.75741C.215193 2.247572 .705355 2.438854 1.721544 2.438854C3.263761 2.438854 4.064757 1.446575 4.220174 .800996L5.547198-4.554919C5.583064-4.698381 5.583064-4.722291 5.583064-4.746202C5.583064-4.913574 5.451557-5.045081 5.272229-5.045081C4.985305-5.045081 4.817933-4.805978 4.782067-4.483188Z'/>
<path id='g1-114' d='M4.65056-4.889664C4.27995-4.817933 4.088667-4.554919 4.088667-4.291905C4.088667-4.004981 4.315816-3.90934 4.483188-3.90934C4.817933-3.90934 5.092902-4.196264 5.092902-4.554919C5.092902-4.937484 4.722291-5.272229 4.124533-5.272229C3.646326-5.272229 3.096389-5.057036 2.594271-4.327771C2.510585-4.961395 2.032379-5.272229 1.554172-5.272229C1.08792-5.272229 .848817-4.913574 .705355-4.65056C.502117-4.220174 .32279-3.502864 .32279-3.443088C.32279-3.395268 .37061-3.335492 .454296-3.335492C.549938-3.335492 .561893-3.347447 .633624-3.622416C.812951-4.339726 1.0401-5.033126 1.518306-5.033126C1.80523-5.033126 1.888917-4.829888 1.888917-4.483188C1.888917-4.220174 1.769365-3.753923 1.685679-3.383313L1.350934-2.092154C1.303113-1.865006 1.171606-1.327024 1.111831-1.111831C1.028144-.800996 .896638-.239103 .896638-.179328C.896638-.011955 1.028144 .119552 1.207472 .119552C1.338979 .119552 1.566127 .035866 1.637858-.203238C1.673724-.298879 2.116065-2.10411 2.187796-2.379078C2.247572-2.642092 2.319303-2.893151 2.379078-3.156164C2.426899-3.323537 2.47472-3.514819 2.510585-3.670237C2.546451-3.777833 2.86924-4.363636 3.16812-4.62665C3.311582-4.758157 3.622416-5.033126 4.112578-5.033126C4.303861-5.033126 4.495143-4.99726 4.65056-4.889664Z'/>
<path id='g1-115' d='M2.725778-2.391034C2.929016-2.355168 3.251806-2.283437 3.323537-2.271482C3.478954-2.223661 4.016936-2.032379 4.016936-1.458531C4.016936-1.08792 3.682192-.119552 2.295392-.119552C2.044334-.119552 1.147696-.155417 .908593-.812951C1.3868-.753176 1.625903-1.123786 1.625903-1.3868C1.625903-1.637858 1.458531-1.769365 1.219427-1.769365C.956413-1.769365 .609714-1.566127 .609714-1.028144C.609714-.32279 1.327024 .119552 2.283437 .119552C4.100623 .119552 4.638605-1.219427 4.638605-1.841096C4.638605-2.020423 4.638605-2.355168 4.25604-2.737733C3.957161-3.024658 3.670237-3.084433 3.024658-3.21594C2.701868-3.287671 2.187796-3.395268 2.187796-3.93325C2.187796-4.172354 2.402989-5.033126 3.53873-5.033126C4.040847-5.033126 4.531009-4.841843 4.65056-4.411457C4.124533-4.411457 4.100623-3.957161 4.100623-3.945205C4.100623-3.694147 4.327771-3.622416 4.435367-3.622416C4.60274-3.622416 4.937484-3.753923 4.937484-4.25604S4.483188-5.272229 3.550685-5.272229C1.984558-5.272229 1.566127-4.040847 1.566127-3.550685C1.566127-2.642092 2.450809-2.450809 2.725778-2.391034Z'/>
<path id='g1-116' d='M2.402989-4.805978H3.502864C3.730012-4.805978 3.849564-4.805978 3.849564-5.021171C3.849564-5.152677 3.777833-5.152677 3.53873-5.152677H2.486675L2.929016-6.898132C2.976837-7.065504 2.976837-7.089415 2.976837-7.173101C2.976837-7.364384 2.82142-7.47198 2.666002-7.47198C2.570361-7.47198 2.295392-7.436115 2.199751-7.053549L1.733499-5.152677H.609714C.37061-5.152677 .263014-5.152677 .263014-4.925529C.263014-4.805978 .3467-4.805978 .573848-4.805978H1.637858L.848817-1.649813C.753176-1.231382 .71731-1.111831 .71731-.956413C.71731-.394521 1.111831 .119552 1.78132 .119552C2.988792 .119552 3.634371-1.625903 3.634371-1.709589C3.634371-1.78132 3.58655-1.817186 3.514819-1.817186C3.490909-1.817186 3.443088-1.817186 3.419178-1.769365C3.407223-1.75741 3.395268-1.745455 3.311582-1.554172C3.060523-.956413 2.510585-.119552 1.817186-.119552C1.458531-.119552 1.43462-.418431 1.43462-.681445C1.43462-.6934 1.43462-.920548 1.470486-1.06401L2.402989-4.805978Z'/>
<path id='g1-120' d='M5.66675-4.877709C5.284184-4.805978 5.140722-4.519054 5.140722-4.291905C5.140722-4.004981 5.36787-3.90934 5.535243-3.90934C5.893898-3.90934 6.144956-4.220174 6.144956-4.542964C6.144956-5.045081 5.571108-5.272229 5.068991-5.272229C4.339726-5.272229 3.93325-4.554919 3.825654-4.327771C3.550685-5.224408 2.809465-5.272229 2.594271-5.272229C1.374844-5.272229 .729265-3.706102 .729265-3.443088C.729265-3.395268 .777086-3.335492 .860772-3.335492C.956413-3.335492 .980324-3.407223 1.004234-3.455044C1.41071-4.782067 2.211706-5.033126 2.558406-5.033126C3.096389-5.033126 3.203985-4.531009 3.203985-4.244085C3.203985-3.981071 3.132254-3.706102 2.988792-3.132254L2.582316-1.494396C2.402989-.777086 2.056289-.119552 1.422665-.119552C1.362889-.119552 1.06401-.119552 .812951-.274969C1.243337-.358655 1.338979-.71731 1.338979-.860772C1.338979-1.099875 1.159651-1.243337 .932503-1.243337C.645579-1.243337 .334745-.992279 .334745-.609714C.334745-.107597 .896638 .119552 1.41071 .119552C1.984558 .119552 2.391034-.334745 2.642092-.824907C2.833375-.119552 3.431133 .119552 3.873474 .119552C5.092902 .119552 5.738481-1.446575 5.738481-1.709589C5.738481-1.769365 5.69066-1.817186 5.618929-1.817186C5.511333-1.817186 5.499377-1.75741 5.463512-1.661768C5.140722-.609714 4.447323-.119552 3.90934-.119552C3.490909-.119552 3.263761-.430386 3.263761-.920548C3.263761-1.183562 3.311582-1.374844 3.502864-2.163885L3.921295-3.789788C4.100623-4.507098 4.507098-5.033126 5.057036-5.033126C5.080946-5.033126 5.415691-5.033126 5.66675-4.877709Z'/>
</defs>
<g id='page1' transform='matrix(1.13 0 0 1.13 -63.986043 -64.41)'>
<use x='56.413267' y='65.753425' xlink:href='#g1-97'/>
<use x='62.558211' y='65.753425' xlink:href='#g1-114'/>
<use x='68.158685' y='65.753425' xlink:href='#g1-99'/>
<use x='76.517503' y='65.753425' xlink:href='#g1-116'/>
<use x='80.744662' y='65.753425' xlink:href='#g1-103'/>
<use x='86.778919' y='65.753425' xlink:href='#g2-40'/>
<use x='91.331244' y='65.753425' xlink:href='#g2-55'/>
<use x='97.184235' y='65.753425' xlink:href='#g1-120'/>
<use x='106.492985' y='65.753425' xlink:href='#g0-0'/>
<use x='118.448146' y='65.753425' xlink:href='#g2-49'/>
<use x='124.301136' y='65.753425' xlink:href='#g2-41'/>
<use x='132.174291' y='65.753425' xlink:href='#g2-61'/>
<use x='144.599772' y='65.753425' xlink:href='#g1-97'/>
<use x='150.744716' y='65.753425' xlink:href='#g1-114'/>
<use x='156.34519' y='65.753425' xlink:href='#g1-99'/>
<use x='164.704008' y='65.753425' xlink:href='#g1-115'/>
<use x='170.218013' y='65.753425' xlink:href='#g1-101'/>
<use x='175.643453' y='65.753425' xlink:href='#g1-99'/>
<use x='180.681442' y='65.753425' xlink:href='#g2-40'/>
<use x='185.233768' y='65.753425' xlink:href='#g2-50'/>
<use x='191.086758' y='65.753425' xlink:href='#g1-120'/>
<use x='200.395509' y='65.753425' xlink:href='#g2-43'/>
<use x='212.156824' y='65.753425' xlink:href='#g2-49'/>
<use x='218.009814' y='65.753425' xlink:href='#g2-41'/>
</g>
</svg>

Resposta: x = 1/3


Como posso trabalhar com essa igualdade?
Eu pensei em chamar ambos os lados de uma letra qualquer, tipo alfa e beta.
Jogar o arcsec pro outro lado da igualdade, colocando tudo igual a 0 e dps tentei, com esses ângulos q eu nomeei, aplicar sen(α + β) = sen0º , porém, não deu certo.


Última edição por Betoneira de Natal em Dom 24 Abr 2022, 19:30, editado 1 vez(es)
Betoneira de Natal
Betoneira de Natal
Padawan
Padawan

Mensagens : 57
Data de inscrição : 02/03/2022
Localização : Brasil

Ir para o topo Ir para baixo

Resolvido Re: Igualdade trigonométrica de inversas.

Mensagem por Elcioschin Dom 24 Abr 2022, 19:03

tgθ = 7.x - 1 ---> secθ = 2.x + 1

sec²θ = 1 + tg²θ

Complete
Elcioschin
Elcioschin
Grande Mestre
Grande Mestre

Mensagens : 71437
Data de inscrição : 15/09/2009
Idade : 77
Localização : Santos/SP

Ir para o topo Ir para baixo

Resolvido Re: Igualdade trigonométrica de inversas.

Mensagem por Betoneira de Natal Dom 24 Abr 2022, 19:16

sec²θ = 1 + tg²θ
(2x+1)² = 1 + (7x-1)²
x = 1/3 ou x = 1/15

Pq não poderia ser o x = 1/15 ?
Apliquei bhaskara e cheguei nesses dois resultados.
Betoneira de Natal
Betoneira de Natal
Padawan
Padawan

Mensagens : 57
Data de inscrição : 02/03/2022
Localização : Brasil

Ir para o topo Ir para baixo

Resolvido Re: Igualdade trigonométrica de inversas.

Mensagem por Elcioschin Dom 24 Abr 2022, 19:27

Substitua ambos na equação original e veja qual serve (note que o arco deve ser o mesmo)
Elcioschin
Elcioschin
Grande Mestre
Grande Mestre

Mensagens : 71437
Data de inscrição : 15/09/2009
Idade : 77
Localização : Santos/SP

Ir para o topo Ir para baixo

Resolvido Re: Igualdade trigonométrica de inversas.

Mensagem por Betoneira de Natal Dom 24 Abr 2022, 19:29

Ahhh sim, entendi.
Realmente, só o x = 1/3 dá certo.

Obrigado Elcio! Very Happy
Betoneira de Natal
Betoneira de Natal
Padawan
Padawan

Mensagens : 57
Data de inscrição : 02/03/2022
Localização : Brasil

Ir para o topo Ir para baixo

Resolvido Re: Igualdade trigonométrica de inversas.

Mensagem por Conteúdo patrocinado


Conteúdo patrocinado


Ir para o topo Ir para baixo

Ir para o topo

- Tópicos semelhantes

 
Permissões neste sub-fórum
Não podes responder a tópicos