Solve 7,91 ) 9 127 ) 12, 136 15, 225 Facto | Equatix - Math Solver

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3(r+2s)=2t-4

a⋅(b-2)=3b

3(r+2s)=2t-4

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Question

$$7 , 91 ^ { 81 } \quad 9 , 127 \quad 12 , 136 15 , 225$$

Sort

$7,225,12712,13615,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$

Solution Steps

Calculate $91$ to the power of $81$ and get $481230093597736431483833930001437375513523728705807234050745755555393950488027085614609495457709227953168514202131257794702933619878180129354227549272682331291$.

$$sort(7,481230093597736431483833930001437375513523728705807234050745755555393950488027085614609495457709227953168514202131257794702933619878180129354227549272682331291\times 9,12712,13615,225)$$

Multiply $481230093597736431483833930001437375513523728705807234050745755555393950488027085614609495457709227953168514202131257794702933619878180129354227549272682331291$ and $9$ to get $4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$.

$$sort(7,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619,12712,13615,225)$$

To sort the list, start from a single element $7$.

$$7$$

Insert $4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$ to the appropriate location in the new list.

$$7,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$$

Insert $12712$ to the appropriate location in the new list.

$$7,12712,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$$

Insert $13615$ to the appropriate location in the new list.

$$7,12712,13615,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$$

Insert $225$ to the appropriate location in the new list.

$$7,225,12712,13615,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619$$

Evaluate

$7,4331070842379627883354505370012936379621713558352265106456711799998545554392243770531485459119383051578516627819181320152326402578903621164188047943454140981619,12712,13615,225$