1 Foundations 2 Solving Linear Equations 3 Graphs And Functions 4 Systems Of Linear Equations 5 Polynomials And Polynomial Functions 6 Factoring 7 Rational Expressions And Functions 8 Roots And Radicals 9 Quadratic Equations And Functions 10 Exponential And Logarithmic Functions 11 Conics 12 Sequences, Series And Binomial Theorem Chapter1: Foundations
1.1 Use The Language Of Algebra 1.2 Integers 1.3 Fractions 1.4 Decimals 1.5 Properties Of Real Numbers Chapter Questions Section1.5: Properties Of Real Numbers
Problem 1.89TI: Simplify: 23r+14s+9r+15s . Problem 1.90TI: Simplify: 37m+21n+4m15n . Problem 1.91TI: Simplify: (715+58)+38 . Problem 1.92TI: Simplify: (29+712)+512 . Problem 1.93TI: Simplify: 27a+(48a)+27a . Problem 1.94TI: Simplify: 39x+(92x)+(39x) . Problem 1.95TI: Simplify: 916549169 . Problem 1.96TI: Simplify: 6171125176 . Problem 1.97TI: Simplify: (a) 0m+7 , where m7, (b) 186c0 ,where 186c0 . Problem 1.98TI: Simplify: (a) 0d4 where d4 (b) 154q0 , where 154q0 . Problem 1.99TI: Simplify: 4(x+2) . Problem 1.100TI: Simplify: 6(x+7) . Problem 1.101TI: Simplify: 6(56y+12) . Problem 1.102TI: Simplify: 12(13n+34) . Problem 1.103TI: Simplify: 100(0.7+0.15p) . Problem 1.104TI: Simplify: 100(0.04+0.35d) . Problem 1.105TI: Simplify: 5(23a) . Problem 1.106TI: Simplify: 7(815y) . Problem 1.107TI: Simplify: (z11) . Problem 1.108TI: Simplify: (x4) . Problem 1.109TI: Simplify: 93(x+2) . Problem 1.110TI: Simplify: 7x5(x+4) . Problem 1.111TI: Simplify: 6(x9)(x+12) . Problem 1.112TI: Simplify: 8(x1)(x+5) . Problem 313E: In the following exercises, simplify. 313. 43m+(12n)+(16m)+(9n) Problem 314E: In the following exercises, simplify. 314. 22p+17q+(35p)+(27q) Problem 315E: In the following exercises, simplify. 315. 38g+112h+78g+512h Problem 316E: In the following exercises, simplify. 316. 56a+310b+16a+910b Problem 317E: In the following exercises, simplify. 317. 6.8p+9.14q+(4.37p)+(0.88q) Problem 318E: In the following exercises, simplify. 318. 9.6m+7.22n+(2.19m)+(0.65n) Problem 319E: In the following exercises, simplify. 319. 24738 Problem 320E: In the following exercises, simplify. 320. 361149 Problem 321E: In the following exercises, simplify. 321. (56+815)+715 Problem 322E: In the following exercises, simplify. 322. (1112+49)+59 Problem 323E: In the following exercises, simplify. 323. 17(0.25)(4) Problem 324E: In the following exercises, simplify. 324. 36(0.2)(5) Problem 325E: In the following exercises, simplify. 325. [2.48(12)](0.5) Problem 326E: In the following exercises, simplify. 326. [9.731(4)](0.75) Problem 327E: In the following exercises, simplify. 327. 12(56p) Problem 328E: In the following exercises, simplify. 328. 20(35q) Problem 329E: In the following exercises, simplify. 329. 19a+4419a Problem 330E: In the following exercises, simplify. 330. 27c+1627c Problem 331E: In the following exercises, simplify. 331. 12+78+(12) Problem 332E: In the following exercises, simplify. 332. 25+512+(25) Problem 333E: In the following exercises, simplify. 333. 10(0.1d) Problem 334E: In the following exercises, simplify. 334. 100(0.01p) Problem 335E: In the following exercises, simplify. 335. 3204911203 Problem 336E: In the following exercises, simplify. 336. 13182571813 Problem 337E: In the following exercises, simplify. 337. 0u4.99, where u4.99 Problem 338E: In the following exercises, simplify. 338. 0(y16) where x16 Problem 339E: In the following exercises, simplify. 339. 325a0, where 325a0 Problem 340E: In the following exercises, simplify. 340. 289b0, where 289b0 Problem 341E: In the following exercises, simplify. 341. (34+910m)0 where 34+910m0 Problem 342E: In the following exercises, simplify. 342. (516n37)0, where 516n370 Problem 343E: In the following exercises, simplify using the Distributive Property. 343. 8(4y+9) Problem 344E: In the following exercises, simplify using the Distributive Property. 344. 9(3w+7) Problem 345E: In the following exercises, simplify using the Distributive Property. 345. 6(c13) Problem 346E: In the following exercises, simplify using the Distributive Property. 346. 7(y13) Problem 347E: In the following exercises, simplify using the Distributive Property. 347. 14(3q+12) Problem 348E: In the following exercises, simplify using the Distributive Property. 348. 15(4m+20) Problem 349E: In the following exercises, simplify using the Distributive Property. 349. 9(59y13) Problem 350E: In the following exercises, simplify using the Distributive Property. 350. 10(310x25) Problem 351E: In the following exercises, simplify using the Distributive Property. 351. 12(14+23r) Problem 352E: In the following exercises, simplify using the Distributive Property. 352. 12(16+34s) Problem 353E: In the following exercises, simplify using the Distributive Property. 353. 1535(4d+10) Problem 354E: In the following exercises, simplify using the Distributive Property. 354. 1856(15h+24) Problem 355E: In the following exercises, simplify using the Distributive Property. 355. r(s18) Problem 356E: In the following exercises, simplify using the Distributive Property. 356. u(v10) Problem 357E: In the following exercises, simplify using the Distributive Property. 357. (y+4)p Problem 358E: In the following exercises, simplify using the Distributive Property. 358. (a+7)x Problem 359E: In the following exercises, simplify using the Distributive Property. 359. 7(4p+1) Problem 360E: In the following exercises, simplify using the Distributive Property. 360. 9(9a+4) Problem 361E: In the following exercises, simplify using the Distributive Property. 361. 3(x6) Problem 362E: In the following exercises, simplify using the Distributive Property. 362. 4(q7) Problem 363E: In the following exercises, simplify using the Distributive Property. 363. (3x7) Problem 364E: In the following exercises, simplify using the Distributive Property. 364. (5p4) Problem 365E: In the following exercises, simplify using the Distributive Property. 365. 163(y+8) Problem 366E: In the following exercises, simplify using the Distributive Property. 366. 184(x+2) Problem 367E: In the following exercises, simplify using the Distributive Property. 367. 411(3c2) Problem 368E: In the following exercises, simplify using the Distributive Property. 368. 96(7n5) Problem 369E: In the following exercises, simplify using the Distributive Property. 369. 22(a+3) Problem 370E: In the following exercises, simplify using the Distributive Property. 370. 8(r7) Problem 371E: In the following exercises, simplify using the Distributive Property. 371. (5m3)(m+7) Problem 372E: In the following exercises, simplify using the Distributive Property. 372. (4y1)(y2) Problem 373E: In the following exercises, simplify using the Distributive Property. 373. 9(8x3)(2) Problem 374E: In the following exercises, simplify using the Distributive Property. 374. 4(6x1)(8) Problem 375E: In the following exercises, simplify using the Distributive Property. 375. 5(2n+9)+12(n3) Problem 376E: In the following exercises, simplify using the Distributive Property. 376. 9(5u+8)+2(u6) Problem 377E: In the following exercises, simplify using the Distributive Property. 377. 14(c1)8(c6) Problem 378E: In the following exercises, simplify using the Distributive Property. 378. 11(n7)5(n1) Problem 379E: In the following exercises, simplify using the Distributive Property. 379. 6(7y+8)(30y15) Problem 380E: In the following exercises, simplify using the Distributive Property. 380. 7(3n+9)(4n13) Problem 381E: In your own words, state the Associative Property of addition. Problem 382E: What is the difference between the additive inverse and the multiplicative inverse of a number? Problem 383E: Simplify 8(x14) using the Distributive Property and explain each step. Problem 384E: Explain how you can multiply 4($5. 97) without paper or calculator by thinking of $5. 97 as 60.03... Problem 1.110TI: Simplify: 7x5(x+4) .
Related questions
Evaluate the integral below using trigonometric substitution.
Transcribed Image Text: V9x² -
25
dx, x >
-
53.
+3
3
With differentiation, one of the major concepts of calculus. Integration involves the calculation of an integral, which is useful to find many quantities such as areas, volumes, and displacement.
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