E)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAA2CAYAAAC1ItuGAAAACXBIWXMAAA7FAAAOxgFsQb88AAAD0klEQVR4nO2YX0hTURzHf/ciqKCIzpk6F6K2DaUHuw8xZmlGMVFv9uBD2h8wqYfC/j70dj1vQooyRSkqSNEXIVAXDiMzU6KHm1lMpgsJl3/HNQRh+eLyTDfX3N3Ue90m7vty7++c3zn3s/Pnd/Y7EQghCGVFBBvAn8KAQhUGdNf6+s8UPeoYYQEysE1V1pbSCkLvq03AACMjZ2M+tE6gbIbJo0ly3jr64lFLZ20f+IEMGKBtfOYUUVbSlrUBh+20wqJn2onnRQbTVDmtUAYfkFSph9Vu9tqabDXhGMz6axe0TYKnfHkRZFS+osmXX9AAbXMzJ4yElis6GTW0MZy8fkEDNI8ar+ZcrqqTra2t+vILCiDewZOqmx9oCTHmzzfggPap3pIeuATVW6Flnfuc+8V6OlatIoe9+QcUEMPVdrJ9ACwwA1C/WUpNX2Mgj69NwAAdgXnAUr+jglKOOGOjN3kFnOxlXnexcN17Ezmnram6oJaQrvXjeYRtjkpJnvuHpZrqBqSBhl3+Hn5APA38cDvlgqMqRhCtzMRr6pXO8K5Dr6zbsG/sFcgv4JRp6Zy2hjlVkDpvHuz+9SC9vLAxxWaM7UNDPUk1VbfdR85dcknCd/yMTj1uzkmDb5bFZdlsZGSMvzCyZ0AlXf0IP202WwpnJeTprhrpijQeFjz9STJrnkYoE7/j0ex+sjXVafBeCBgvoEt/rMlLdiLO+W4FiONz3V6DFFxharTSl7o2gxh0vgAJziqzJCn/4ila99GBE27p4t1WpJE24DN2SCQ4XkDHRz6y9+XZ6v7tUmuc9Q8kx5t6i6dUJaxzLRI/JygW5HFalWRQRC7fgL8H+28bfsN5Kj+xyVEQL11IAkuEQYe+GnAIUXsGVovEaOIK1Rrp2N8fbAFui9dg1Nz4CRMoVlUS0iwq4Kao6ews+8Z6JxwbQUnBCMtCBlVZei+LJFzxjVDQ+gqKbe8aaKl3nA5URbvDZg3XdW+0T2/djS7z9W9lX4DegqqSRjcQDV7j2s46BC5bABwvYCgpDChUYUChOlyADMPYgwXiLoQQ4XyP4KsIFR2uKQ5FhQGF6ugBOlJWqAAxMjosUQFdKSsF7WL1KRogzk3eDi/dkQNwFrE6BREBzfqhx4mXzzbbdZ3NIQeIp/aT5NJcVfzKmM8r+31IMCDOAAdNktyi8rRGsK3EigHlLsGAOAPkVDfHNJv5c2gB4ouiHu5MarWG2POt1W4lCJAzGQstrOUhw8LD/yrYrgyGlRd7XtMFHNAzPfW4igu9QH0QOlqAzrtCWsQ+j9YIHoT+AWnRi0b2u7+dAAAAAElFTkSuQmCC)
21. –32 санының модулі жататын аралық(тар):
A)(–33;3)
B)(–32;4)
C)(13;33)
D)(–1;31)
E)(23;41)
F)(1;42)
G)(23;32)
H)(12;24)
22. теңдеуінің барлық түбірлері тиісті болатын жиын(дар):
A)![](data:image/png;base64,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)
B)
C)![](data:image/png;base64,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)
D)
E)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFsAAAAYCAYAAACV+oFbAAAACXBIWXMAAA7FAAAOyQHr2aPzAAAFq0lEQVR4nO1Zb0gbZxh/EgQntB/0PJ1/8qFrNMGC4G4fFqJd51qJLMY6JoVIdaSpgg2utB3sw+Byn1qYZZtNCxUtWyUy6NhWTTGkTNyM89MhCDr/zX6IttPsHFJBhKG79+Jll8t7ehe3bOv8fcu97/vc8/7e5/k9z3vJYBgGDpEeZPzTDvyfcEh2GqFI9vb2QkGA6QuzlDPMOEwt6XTqv4iduQG7188OUk3eOkepLoCbgyUbLWT4hYYazzXGSt7U8tLMzOUjI77ub4NL8FbsiYGzdbjOWAj9hNYNRMd6rvpCkc7YL2rxPG2vNOr1z7TakWJ2gP6iH5yQSgAl+oNcct4X7ehKHQGaLisMMN4wTTkbcfaTyBbI+p69jAy5FYhGh9EbtZjk48La20O98A79AcOTK2ZHsOveY9BIOHrHQ6gHhiF1op2+XrKv1XPqbNHW1oZaO3Kb/Sw0AwX3ta6NEZ3Xfp52FaIDF33qITxXRR70euOzuibqfdY/+vm4taRCvt8ksjc3N49Gl+AY5MOyVoc2nz4vyG5wfWQm9PPiy+0dtndXu4KPp2a4aouVVEW2cGicOV+6CUuN4Q4birYj//gHmslG5Dz6YfWSAYCLaF3MY42LlANVFRYzS/TJx62VA5Cy2REiyumKgIC9yc7KynpOFsMTWFkrWs7MPKIlivSEed4sf5hN/pIHsL4qebSfvm1tFW1YLNAr36yhpv6OVEbU6KSI+cDItdyGk7d2uvy35GSrsZNDGCYh1N85YPY+QHPQ4f0YgnO2jpI26bxfo6smJR+SyEYbzUFRzUYrU42iBPwWfXkVDL+fMBPDqZqI66zG+iECkTlK1D91Za9P7Hkie6C4uvaubbq7Nuj3DrLCE1RDXEk1RMgAfqzMuMNP0yXYUG79KFM8ZYTNIq1LAAt0CDolC7AFbH4seBlqPN1S/ULFhGEciZ5gsM2NV9zjJYiPRAJglJProBo7SJKGZ4iK2sbiT2Bz/Shujho7QrZdZE4b5UVSBiEDACpxY0lkC0VkxVbU6ik/y79BeGZyMC2MA1qkc3AFUg5E1uiq7SV+o3dFW1qgJywTbsaSK5Ie7Ap8RWrsSJaGh9o484UJKy+H2wBYstUCBd0o4Zn0No3XIdnpYyAsDzDS6r7p5OjyvoDphrwjyZAbE9L1oul0KuRIIRS5b6Y+PNHgupFq9yACkX6hKfoe2uD0Qh1lLAVVaoAO6SFXVei26lKSHylQNyIEYWPxJd2WY4PuIF9FAYAjFQWnlw9Imp79WXoYGWompYLJB923oye9fQ5Cp7m/xmHHWMZSwC5qWcPNTFVH2MgVmoUrCQNs/ys0a3hbbf+PAmdhOlIL+VXLYuCgAKivmbruC822L9hLCqRcCW0iV1XOMKbjUjtJMoL0y0nRjQfpaVGGzO5W7fjGxwbcc2Y7m8rlRoBYaImdZXnhUQJKacYK8ag+8K1Y1qHlknmz8ilIYmP9eEmSbisXyKXoMaVuBB2IWyGV48WU9Taz0oFi23et1VlfInkS56AbKk73RY3mC+t1NC5I0tfBj+WFdj87arGfHVQcjWWGIQgFO4eGjW1xn/jLH78moR2dm2Eb+WYB+x7sDXJtBYqgmHyCem4pOXu7TC2eeo2dGmGhDjdqKDMOybMkEhpvX7DY+5Pkarc3Z0O+zljHg6789Bm3QlYo2tGIveygLPFAD/jiPvFeYQ4n1o2wzbjaonyDpHLCIjnybkQZDngTS3UiRHtzAwM0bhzdzhwMc9xxQDtq7aq1I5clHGLSgr+jKt8g/2Yg/YwS1p+sB4zGf5udGAwciakt2Bvk629Qnwb9/YM9fE95EC1UQkyWqErU8bxIdoQC7Gc/A8r5CNcIYAvkn58LfWGac5b/1d+zd9P2hbIjfpZG31cYLd+zEdTq5iFiUHPlP/xbLI04JDuNOCQ7jfgDtolRzCmHEKoAAAAASUVORK5CYII=)
F)
G)![](data:image/png;base64,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)
H)
23. теңдеуінің шешімі жатқан аралық(-тар)ды анықтаңыз:
A)
B)![](data:image/png;base64,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)
Достарыңызбен бөлісу: |