10th maths first mid term question paper 2026 | 10th Maths 1st mid term orginal question paper 2026

[00:00:00]Hello students, welcome to my channel.

[00:00:02]10th standard maths first in midterm examination of the original model question paper but glamour one guy video clip by Lana. Answer all the question choose the most appropriate answer from the given four alternatives and write the option code and corresponding answer the first one. A is equal to A comma B comma B comma B B is equal to 2 comma 3 C when the PQR is then N of A union C into B is dash.

[00:00:25]Second one let N of A is equal to M and N of B is equal to N then the total number of non empty relation that can be defined from A to B is dash. Third one if F of A relation B is a bijective function and in N of B is equal to 7 then N of A is equal to dash. Fourth one if the HCF of 65 and 117 is expressive in the form of 65 meter minus 117 then the value of M is dash. Fifth one 7 to the power of 4K mod 100. Sixth one if six items of sixth term of an AP is equal to seventh times the seventh term then the 13th term of AP is dash.

[00:01:08]Seventh one if A is equal to 2 into the power of 65 and B is equal to 2 into the power of 64 plus 2 into the power of 63 plus 2 into the power of 62 plus 2 into the power of zero which of the following is true?

[00:01:21]Part two back Lama answer any five question question number 14 is compulsory eighth one if A is equal to 1 comma 3 comma 5 and B is equal to 2 comma 3 then fix A into B and B into A.

[00:01:32]Ninth one if A is equal to minus 2 minus 1 0 1 2 and F of A relation B is a auto function defined by F of X is equal to X square plus X plus 1 then find B. 10th one A and B are two positive integers such that A into the power of B into B into the power of A is equal to 800 find A and B.

[00:01:52]11th one find the 90th term of an AP minus 11 minus 15 minus 19. 12, find the X so that X + 6, X + 12 and X + 15 are consecutive terms of a geometric progression. 13th one, if F Q + 2 Q + 3 Q K Q is equal to 4,400, then find 1 + 2 + 3 plus K where you go find the number.

[00:02:18]14th one, F of is equal to minus 1,3 0, -1 2, -9 be a linear function from Z into Z. Find F of X.

[00:02:28]Next to part three, answer any five question. Question number 21 is compulsory. 15th one, given A is equal to 1, 2, 3, B is equal to 2, 3, 5, C is equal to 3, 4 and D is equal to 1, 3, 5.

[00:02:39]Check if A intersection C into A intersection D is equal to A into B intersection C into D is true.

[00:02:46]16th one, if the function F of all relation all is defined by F of X so values are equal. So the F of X F of -2 F of 4 plus 2 F of 1, F of 1 - 3 F of 4 divided by F of -3.

[00:03:00]17th one, if X is equal to -5, 1, 3, 4 and Y is equal to A, B, C, then which of the following relations are functions from X to Y?

[00:03:15]18th one, if F of X is equal to X - 1, G of X is equal to 3 X + 1 and H of X is equal to X squared, prove that F dot G dot H is equal to F dot G dot H.

[00:03:27]19th one, if A1 is equal to 1, A2 is equal to 1 and AN is equal to 2 AN - 1, so you don't know the find the first six terms of sequence get the number. 12th 20 In an AP, sum of four consecutive terms and 28 and the sum of their square is 276, find the four members.

[00:03:47]21, find the sum of the terms of the series 5 + 55 + 555 8 mark only one of the 22 left A construct a triangle similar to the triangle element which its sides equal to 4 / 5 of the corresponding signs of the triangle element.

[00:04:07]Or B construct a triangle similar to the given triangle PQR with its sides equal to 7 by 3 of the corresponding sides of the triangle PQR.

[00:04:15]So all of that students Thank you. Bye-bye.