[計量] 幾題數學求解

看板GRE作者 (阿根)時間5年前 (2018/09/08 00:48), 編輯推噓5(5011)
留言16則, 3人參與, 5年前最新討論串1/1
1. For a nonnegative interger n, if the remainder is 1 when 2^n is divided by 3, then which of the following must be true?(多選) A. n is greater than 0 B. 3^n=(-3)^n C. 根號2^n is an integer 2. If y is inversely proportional to x and y is 15 when x=5, what is the value of y when x=25? 我是算y:x=15:5=75:25 故y=75. 但答案是y=3, 請問是我哪邊理解錯了? 3. {a,b} represents the remainder when a is divided by b. c and d are positive intergers with c<d.(比大小) A: {c,d} B: {d,c} 4. If p and q are primes greater than 2, which of he following must be true? (多選) A. p+q is even B. pq is odd C. p^2+q^2 is even D. 4p-q is even E. p/2+q/2 is even 5. 這題我真的有看沒有懂... Pat drove from his home to school at 60 miles per hour. Returning over the same route, there was a lof of traffic, and he was only able to drive at 40 miles per hour. If the return trip took 1 hour longer, how many miles did he drive for the round trip? (填空) 先謝過板上高手了 -- ※ 發信站: 批踢踢實業坊(ptt.cc), 來自: 36.231.99.203 ※ 文章網址: https://www.ptt.cc/bbs/GRE/M.1536338937.A.F21.html

09/09 12:25, 5年前 , 1F
1.B,C 2.題目說成反比 15*5=3*25 3.A>B 4.ABC 5
09/09 12:25, 1F

09/09 12:25, 5年前 , 2F
.80miles
09/09 12:25, 2F

09/09 12:27, 5年前 , 3F
第四題,大於二的質數一定是奇數
09/09 12:27, 3F

09/09 12:27, 5年前 , 4F
a)奇加奇是偶
09/09 12:27, 4F

09/09 12:27, 5年前 , 5F
b)奇乘奇是奇
09/09 12:27, 5F

09/09 12:27, 5年前 , 6F
c)奇平方還是奇,同a
09/09 12:27, 6F

09/09 12:27, 5年前 , 7F
d)4奇=偶,偶加奇=奇
09/09 12:27, 7F

09/09 12:27, 5年前 , 8F
e)帶入13和17是奇
09/09 12:27, 8F

09/09 14:53, 5年前 , 9F
第二題題目是給反比 你答成"成正比"的答案了
09/09 14:53, 9F

09/09 14:54, 5年前 , 10F
反比的式子是 Y=常數/X -> XY=常數 這樣就可以解了
09/09 14:54, 10F

09/09 14:57, 5年前 , 11F
第三題是A D>C 所以 D/C = 值...小於C的數值
09/09 14:57, 11F

09/09 14:58, 5年前 , 12F
而 C/D = 0....C 答案就出來了
09/09 14:58, 12F

09/09 15:03, 5年前 , 13F
第五題 先假設去程所花時間為X小時,則回程為X+1
09/09 15:03, 13F

09/09 15:04, 5年前 , 14F
得到算式 X*60 = (X+1)*40 -> X = 2 小時
09/09 15:04, 14F

09/09 15:05, 5年前 , 15F
2小時乘以60 miles/H 得到單趟路程為120miles
09/09 15:05, 15F

09/09 15:06, 5年前 , 16F
再*2 就可以得到來回總路程為240 miles
09/09 15:06, 16F
文章代碼(AID): #1RaglvyX (GRE)