Solution :
4725 / 4.5=1050
1050/3.5=300
300/2.5=120
120/1.5=80
80/0.5=160
1050/3.5=300
300/2.5=120
120/1.5=80
80/0.5=160
Solution :
==>2a^2-8a-3a+12 =0
==>2a(a-4)-3(a-4)=0
==> a = 4, 3/2
==> 35b^2-28b+10b-8=0
==> 7b(5b-4)+2(5b-4) =0
==> b = -2/7 , 4/5
a>b
Solution :
Q takes x days and P takes x+10 days
Both are completed the work = (1/x)+(1/x+10) = 20/3
==> 3x^2-10x-200=0
==> x = 10, -20/3
Days cant be negative sign . so X = 10
P alone completed = 10+10=20 days
Solution :
==> 25/100 * 1320 + 64/100 *4000
==> 330+2560 = 2890
Solution :
[1500 x R1 x 3] /100 – [1500 x R2 x 3] /100 =13.5
==>4500 (R1 – R2) = 1350
==>R1 – R2 =1350/4500=0.30%
==>4500 (R1 – R2) = 1350
==>R1 – R2 =1350/4500=0.30%
Solution :
Present age Ratio = 6:7
Difference = 7-6 = 1
1 unit ----- 4 years
6 units ---- 24years
7 units ---- 28 years
after 4 years P and Q age = 28 years and 32 years
Ratio = 28:32= 7:8
Solution :
Total score in 11 matches = 11*50 =550
First 6 matches total score = 6*49= 294
Last 6 matches total score = 6*52 = 312
6th match score = (294+312)-550=56
Solution :
P = 90*100/(2*10) = 450
C.I = 450(1+(10/100))^2 - 450= 450 * 121/100 - 450 = 94.5
Solution :
Total no of balls =10+7+12 = 29
Probability of Black balls =10/29
Probability of White balls = 7/29
Probability of Either Black or White = 10/29 + 7/29 = 17/29
Probability of Black balls =10/29
Probability of White balls = 7/29
Probability of Either Black or White = 10/29 + 7/29 = 17/29
Solution :
P,Q and R salaries Ratio = 5:3:2 = 500:300:200
If P Salary Increases 20% = 500×(20/100) = 100 => 500+100 = 600
If Q Salary Increases 10% = 300×(10/100) = 30 => 300+33 = 330
If R Salary Increases 20% = 200×(20/100) = 40 => 200+40 = 240
New Ratios = 600:330:240 = 20:11:8
If Q Salary Increases 10% = 300×(10/100) = 30 => 300+33 = 330
If R Salary Increases 20% = 200×(20/100) = 40 => 200+40 = 240
New Ratios = 600:330:240 = 20:11:8
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