Shiksha Abhiyan

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  Q1. For what value of n arethe nth termof the following two AP are the same 13, Shiksha Abhiyan 0
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  Q2. If 7 times the 7th term of an AP is equal to 11 timnes the 11th term,then wh Shiksha Abhiyan 0
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  Q3. If the pth term of an AP is Q and Qth term is P, then show that it is the nt Shiksha Abhiyan 0
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  Q4. if M times the Mth term is equal to n times of nth term of an AP. Prove that Shiksha Abhiyan 0
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  Q5. If pth,qth and rth term of an AP. Are a,,b,c respectively, then show that a Shiksha Abhiyan 0
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  Q4. Solve: 1/ (a+b+x) = 1/a +1/b + 1/x, { x ≠ 0, x ≠ -(a+b)} Shiksha Abhiyan 0
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  Q5. Solve: x-2/x-3 + x-4/x-5 = 3 1/3, x ≠ 3,5 Shiksha Abhiyan 0
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  Q6. Solve: 2( 2x-1/ x+3)-3(x+3/ 2x-1) = 5, x ≠ -3, 1/2 Shiksha Abhiyan 0
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  Q7. Solve: 5(x+1)+5(2-x)=5³+1 Shiksha Abhiyan 0
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  Q1. Solve:x+3 / x+2 = 3x-7 / 2x-3 Shiksha Abhiyan 0
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  Q2. Solve: 14/ x+3 - 1 = 5/ x+1, x ≠ -3, -1. Shiksha Abhiyan 0
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  Q3. Solve: 1/ x+4 - 1/x-7 = 11/30, x ≠ -4, 7 Shiksha Abhiyan 0
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  Q1. Find the HCF and LCM of 126 and 156 using prime factorisation. Shiksha Abhiyan 0
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  Q2. Find the HCF and LCM of 612 and 1314 using prime factorisation. Shiksha Abhiyan 0
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  Q3. The HCF of two numbers is 23 and their LCM is 1449. If one of the number is Shiksha Abhiyan 0
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  Q5. Find the simplest form of 148/185. Shiksha Abhiyan 0
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  Q4. Given that HCF(252,594)=18,find LCM (252,594). Shiksha Abhiyan 0
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  Q6. Find the HCF and LCM of 108 ,120 and 252 using prime factorisation method. Shiksha Abhiyan 0
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  Q7. Find the largest number which divides 245 and 1037 ,leaving remainder 5 in e Shiksha Abhiyan 0
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  Q8. Find the largest number which divides 129 and 545 ,leaving remainder 3 and 5 Shiksha Abhiyan 0

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