Question

1) in the figure if DE ||CF find the value of x
2)ABCD is a parallelogram if the two diagonal are equal than by what Criterian and the trangle ABC and ABC congruent
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Answer 1

Answer:

Now factor of 10 is = 5 × 2

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 25

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 33

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 216

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 53

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 37

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 236

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 56

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 312

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 228

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 211

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530So total = 2109 × 565

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530So total = 2109 × 565We can ignore rest of the factors

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530So total = 2109 × 565We can ignore rest of the factors⇒ 1065 × 244

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530So total = 2109 × 565We can ignore rest of the factors⇒ 1065 × 244So, power of 10 is 65

Now factor of 10 is = 5 × 2Now to break the base number into 5 or 2So, for 25 = 2533 = 3348 = (2 × 2)8 = 21653 = 5367 = (2 × 3)7 = 27 × 3776 = 76812 = (2 × 2 × 2)12 = 23699 = 96106 = (2 × 5)6 = 26 × 561512 = (5 × 3)12 = 512 × 3122014 = (5 × 2 × 2)14 = 514 × 2282211 = (11 × 2)11 = 1111 × 2112515 = (5 × 5)15 = 530So total = 2109 × 565We can ignore rest of the factors⇒ 1065 × 244So, power of 10 is 65⇒ n = 65

Answer 2

Step-by-step explanation:

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