16.2 整式的乘法 课时训练 2026-2027学年人教版八年级数学上册

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16.2 整式的乘法 课时训练

一、单选题

1.下列计算正确的是(    )

A.eqId4b1b3005a7a7429b5d89f8bdbb99b822 B.eqId1530214eaefbc1a5e0e1732752497f76 C.eqId79e9dd746c64048a286acfe289b9f930 D.eqId46cb3be8f79002c7e373b5120d525be4

2.若eqIdd6065747dea36aec9b281f62da04a676的算术平方根是eqIda4b8503f4706b8321e4e79a87eadea84,则“?”表示的数为(    )

A.2 B.4 C.6 D.eqId7163395f9aaa29be7f6b3106ba48b744

3.已知单项式eqId40317f9b563dd05027a60c73eb47516a与eqId8f06fb43d149ae18236c59f48aa630b4的积为eqId80f62945f7f11ca7b49d170a64986860,那么eqId294f5ba74cdf695fc9a8a8e52f421328、eqIdb6a24198bd04c29321ae5dc5a28fe421的值为(    )

A.eqId76f34f9141c604608c1834763e57c390,eqId7c345907ebe27888332b1b44c666cc47 B.eqId76f34f9141c604608c1834763e57c390,eqIde45cf86650443d1b86c79b1e3edc7e5c

C.eqIdcf0086b054ef120408acac806a1b1318,eqId7c345907ebe27888332b1b44c666cc47 D.eqIdcf0086b054ef120408acac806a1b1318,eqIde45cf86650443d1b86c79b1e3edc7e5c

4.在“单项式乘多项式”的课堂上,有这样一道题的计算过程:eqIdae737f3e654666ec1c26dd93cb22b4cc“□”内应填的符号为(    )

A.eqId4d4cd9a7068de096606d1ab991f5e6da B.eqId4bfc339cf6dd66599db64fa3fa44e608 C.eqIdc97ec04a1aa7ac6fce72d589864940a2 D.eqId09052719a6d55df23d74d8e3956257ea

5.已知eqIda59954deb8e32cbf7a61e1aa822fa154,则eqId118933cede78675413dbafac24ee008c的值是(    )

A.16 B.4 C.1 D.36

6.如图,由图形的面积关系能够直观说明的代数恒等式是(    )

@@@a3d45d98-9c80-47da-b6ea-1ef1e4536456  

A.eqId7c7d85150079a9ef0bb7d0633dd55666 B.eqId1e516164bc710da837f57e7d2b5a0b8e

C.eqId7f055e9325d9b350659183ed3a8a6f90 D.eqId902c19132064c9ff3811e6086a52ed71

7.设eqIde730292654f0d43928e9b38828c2438c,eqIdd7b29cfb7e93e467babb1c48134b638e,则A与B的大小关系为(    )

A.eqId98d0b9c0c01b49be6e08a111568f77f4  B.eqIdca51be437b1a97ca92aa1159ab71102c  C.eqId46a70d32c64918aa4d1d9d3ce0bdbf7b  D.不能确定

8.已知eqIdcfc5745372616df279a010dd01d22518,当x为任意数时该等式都成立,则eqId4378d1c270de95aa1984820e8e4500d6的值为(   )

A.17 B.eqId4a94acdfb41489d5694b5a64b9e99754 C.eqIdacbc6a613224461ade69362d46550474 D.-17page number 0

 

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9.已知a,b是常数,若化简eqId31ec8ebfd33c07f4d3d86fd670af15f7的结果中不含x的二次项,则eqId546663faaa6802e685c14a6ba802a376的值为(    )

A.eqId81fb134b2b48acc99213fff6ccfee65f B.2 C.3 D.4

10.三个边长分别为a,b,c(eqIdaef159a0ff640ec13f0e331416cf504f)的正方形按如图放置,则图中阴影部分的面积可表示为(   )

@@@448458a5-f753-4574-a526-1ce2472ea6f7

A.eqId1a8dc818caa51bf79d88d196dfa1861b B.eqIdd752f59414d58a441c4e4459c61531be C.eqId1a6d11fc75a5620d03609176e6db40b3 D.eqIdab8cfc7c42fac6313e3fc18558b64056

 

二、填空题

11.计算:eqId84d9f785e01a7db348cf4ec7ca55b655           .

12.当eqIddd707b69a11f8de5566f23c1a2a9ff5a      时,多项式eqIdfdd4947e86fc334da89798aee884e5ac不含x项.

13.如图,矩形内有两个相邻的正方形,面积分别是eqIdbf33901f66a8b5f12341dd553339fb5d和4,那么阴影部分的面积         .(用含x的代数式表示)

@@@6b6bb0e9f5b24135932d4283d74c8165

14.根据如图所示的运算程序计算y的值,若输入eqIdd0db2c49919467a2e14540f2aabd05cb,eqIdcc2d3df37e73a8abea815f37dbb3fff5,则输出y的值是           ;

@@@a8db5564391542fb99f7d7de4fcae2d4

15.我国南宋时期数学家杨辉于1261年写下的《详解九章算法》,书中记载的图表给出了eqId3f5abcb3802cf02be93a8c89067bd49a展开式的系数规律.

      1    …………eqId6084879658605d3486d03ed7e73a927f

    1   1    …………eqId678922dc1fa2159a2cd3a8121bfb223fpage number 1

 

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