SNAP Algebra Practice Questions With Solutions

Registration Starts On August 01, 2025

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SNAP Quantitative, Data Interpretation & Data Sufficiency Algebra Practice Questions

Question 1.

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If h,c,v,h, c, v, are the height, the curved surface area and the volume of a cone, then 3πvh33\pi vh^3 is

Question 2.

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The expression (ab)3+(bc)3+(ca)3(a - b)^3 + (b - c)^3 + (c - a)^3 can be factorized as

Question 3.

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If log1011=a\log_{10}{11} = a then log10(1110)\log_{10}{\left(\frac{1}{110}\right)} is equal to

Question 4.

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Pune taxi services has a fixed charge plus a variable charge based on the distance covered. For travelling 10km the total fare paid by Somu is Rs.150 and for a journey of 15km the total fare paid by Ramu is RS220. Then Tomy will pay _as the total fare for travelling a distance of 25 km.

Question 5.

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If Rc=m×ln(1+Rmm)R_c=m\times\ln\left(1+\ \frac{\ R_m}{m}\right) then RmR_m is equal to

Question 6.

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If a labour output function for laundry service is described by the following equation: O=(a4L)6O = (a^\circ - 4L^\circ)^6, where L denotes Labour and O denotes output. Then, output ..........

Question 7.

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In the figure given below, a Cylinder is inserted into a cone and the vertical height of the cone is 30 cm. The diameter of the cylinder is 8. What is the volume of the cone? The base of the cylinder and the base of the cone are on the same plane.

Question 8.

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Nisha went to buy three types of stationery products, each of them were priced at Rs. 5, Rs, 2 and Rs. 1 respectively.  She purchased all three types of products in more than one quantity and gave Rs. 20 to the shopkeeper. Since the shopkeeper had no change with him/her; he/she gave Nisha three more products of price Rs. 1 each. Find out the number of products with Nisha at the end of the transaction.

Question 9.

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If the ratio of sides of a rectangle is 2 : 7 and perimeter is 360 m, then find out its length and breadth.

Question 10.

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If 20% of x = y, then y% of 20 is same as

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Question 1.

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In a competitive exam there were 5 sections. 10% of the total number of students cleared the cut off in all the sections and 5% cleared none of the sections. From the remaining candidates 30% cleared only section 1, 20% cleared only section 2, 10% cleared only section 3 and remaining 1020 candidates cleared only section 4. How many students appeared in the competitive exam ?

Question 2.

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John's grandfather was five times older to him 5 years ago. He would be two times of his age after 25 years from now. What is the ratio of John's age to that of his grandfather ?

Question 3.

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If x = 3 + 22\sqrt{\ 2} what will be the value of X2+(1X2)X^2 + \left(\frac{1}{X^2}\right)?

Question 4.

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Three pipes A, B and C can fill a tank in 12 hours. All the pipes started working together and after 3 hours, C is closed. If A and B can fill the remaining part in 10 hours, then the number of hours taken by C alone to fill the tank is .

Question 5.

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If 12logx+12logy+log2=log(x+y)\frac{1}{2} \log x + \frac{1}{2} \log y + \log 2 = \log(x + y), then ..............

Question 6.

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Rs. XYZ was deposited at simple interest at a specific rate for 3 years. Had it been deposited at 2% higher rate, it would have fetched Rs. 360 more. Find Rs. XYZ.

Question 7.

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A man invests a certain amount at 6% per annum simple interest and another amount at 7% per annum simple interest. His income from the interest after 2 years was Rs. 348. The ratio of the first amount to the second is 4:5. Find the total amount invested.

Question 8.

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The value of (P-a) * (P-b) * (P-c)………….* (P-z) is ____________

Question 9.

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In the figure given below the value of x and y would be __________

Question 10.

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If 2x+2x+1=482^x + 2^{x + 1} = 48, then the value of xxx^x is

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